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Article

Risks for Companies during the COVID-19 Crisis: Dataset Modelling and Management through Digitalisation

by
Tatiana V. Skryl
1,*,
Elena B. Gerasimova
2,
Yuliya V. Chutcheva
3 and
Sergey V. Golovin
4
1
Department of Economic Theory, Plekhanov Russian University of Economics, 115093 Moscow, Russia
2
Department of Taxes, Audit and Business Analysis, Financial University under the Government of the Russian Federation, 125167 Moscow, Russia
3
Institute of Economics and Management of Agro-Industrial Complex, Russian State Agrarian University—Moscow Timiryazev Agricultural Academy (RSAU—MAA Named after K.A. Timiryazev), 127434 Moscow, Russia
4
Department of Economic Analysis and Audit, Voronezh State University, 394018 Voronezh, Russia
*
Author to whom correspondence should be addressed.
Risks 2023, 11(9), 157; https://doi.org/10.3390/risks11090157
Submission received: 13 June 2023 / Revised: 14 August 2023 / Accepted: 16 August 2023 / Published: 31 August 2023
(This article belongs to the Special Issue The COVID-19 Crisis: Datasets and Data Analysis to Reduce Risks)

Abstract

:
The goal is to create a systemic risk profile of companies during the COVID-19 crisis, which reflects their cause-and-effect relationships and risk management. The research objects are the following types of risks for companies listed in “Global-500” (Fortune) and the top 55 most competitive digital economies of the world (IMD) in 2017–2022: (1) risk of reduction in competitiveness (rank), (2) risk of reduction in revenue, and (3) risk of reduction in profit. The research methodology is based on the method of structural equation modelling (SEM), which allowed for exploring the cause-and-effect relationships between risk changes and digital risk management for companies during the COVID-19 crisis. As a result, based on the SEM model, it was proven that risks for companies during the COVID-19 crisis only slightly increased compared with that at the pre-crisis level. It was determined that companies faced large risks during the COVID-19 crisis in developed countries. It was discovered that, due to successful adaptation, risk management of companies assuaged the manifestations of the COVID-19 crisis in the economy. The key conclusion is that, under the conditions of a crisis of a non-economic nature (e.g., the COVID-19 crisis), companies independently and successfully manage their risks with the help of measures of digitalisation: corporate risk management with the limitation of state intervention is preferable. The contribution to the literature consists of the development of the concept of risks for companies by clarifying the specifics of risks and risk management of companies during the COVID-19 crisis. The theoretical significance lies in the fact that the authors’ conclusions rethought the risks for companies under the conditions of a crisis given the special context of a crisis of a non-economic nature (via the example of the COVID-19 crisis). The practical significance is that the developed novel approach to risk management of companies through digitalisation, which is based on the experience of the COVID-19 crisis, will be useful for risk management of companies under the conditions of future crises of non-economic nature caused by epidemics/pandemics and/or environmental disasters.

1. Introduction

The most important feature of the COVID-19 crisis (which was accompanied by the economic decline in 2020), which distinguishes it from many other similar crises, is its unpredictability. Due to the critically high level of uncertainty of the COVID-19 crisis, caused by its unique non-economic nature, it is expedient to study this crisis from the perspective of risk. Thus, the social risks of the COVID-19 crisis were connected with the limitation of offline communications, the psychological pressure of which could be treated as social drama.
The risks of state management consisted in the necessity to implement dual measures of management. On the one hand, state policy in the sphere of healthcare dictated the need to impose strict limitations and, in a range of cases, bans on economic activity. On the other hand, state economic policy required an increase in economic activity to support economic growth. Risks for companies manifested in the deterioration of their position in the global rankings for companies with the complex reduction in business indicators: competitiveness of revenues and profits.
The relevance of studying the experience of the COVID-19 crisis is explained by the fact that, though it became the first crisis of its type in the 21st century—a crisis of a non-economic nature—there is a high probability of emergence of new similar crises in the coming decades and, in particular, in the Decade of Action. They might become a series of implications of forced economic growth with high environmental costs: insufficient attention to the issues of healthcare, environmental protection, and the fight against climate change. The climate version was not supported with sufficient scientific argumentation—however, neither were other alternative versions—but was not disproved either and so cannot be discarded.
Regardless of the fact of what exactly was the direct cause of the crisis (COVID-19), there is a range of good reasons for the emergence of future crises of a non-economic nature. These reasons include environmental pollution, greenhouse gas emissions, reduction in biodiversity, and the emergence of new and the dissemination of existing zoonotic diseases. New crises, predetermined by epidemics/pandemics and/or environmental disasters, will contrast against the background of economic crises, but their risks, in particular, risks for companies, will be very similar to the risks for companies during the COVID-19 crisis.
That is why it is important to study—as quickly as possible—the essence and successful experience of the management of risks for companies during the COVID-19 crisis. The problem is that the existing literature does not fully reflect this experience. The cause of the posed problem consists of the imperfection of the methodology, the drawback of which is the foundation on the data on individual companies or selected countries. This allows for determining individual but not common risks and thus has limited scientific and practical value. This paper strived toward filling the discovered literature gap and forming a comprehensive view of risks for companies during the COVID-19 crisis due to the use of the improved method of data analysis—dataset modelling.
The goal of this paper is to create a systemic risk profile of companies under the conditions of the COVID-19 crisis, which reflects their cause-and-effect relationships and risk management. The paper’s originality lies in its proposed novel approach to risk management of companies during the COVID-19 crisis, which is based on digitalisation. The theoretical significance of the obtained results consists of their allowing rethinking of the digitalisation of companies from the perspective of risk. Unlike the traditional presentation of digitalisation as an innovative process, which is accompanied by risks and raises the general risk burden on companies, this paper proved that, during the COVID-19 crisis, digitalisation helped reduce the risk burden on companies.
The practical significance of the authors’ conclusions and recommendations lies in the following: being based on the experience of the COVID-19 crisis, they will be useful for the management of risks for companies under the conditions of future crises of non-economic nature, caused by epidemics/pandemics and/or environmental disasters. This goal predetermined the order of this research and led to the setting of three research tasks. The first task consists of measuring risks for companies during the COVID-19 crisis and discovering the specific features of risks in developed and developing countries. The second task is the determination of cause-and-effect relationships between the change and digital management of risks for companies during the COVID-19 crisis. The third task consists of identifying the potential of digital management of risks for companies under the conditions of a crisis of a non-economic nature on the example of the COVID-19 pandemic.

2. Literature Review and Gap Analysis

This paper is based on scientific provisions of the concept of risks for companies, which defines them as risks of deterioration in companies’ position in the global rankings due to the reduction in indicators of business activity, financial performance, and investment attractiveness (competitiveness of revenues and profits) (Kolchin et al. 2023; Sozinova and Popkova 2023). The indicators used for quantifying risks are the annual increase in rank (position in the ranking of companies) and the revenues and profits of companies (Abdelwahed and Soomro 2023; Litvinova 2022; Yeşildağ 2019).
In the existing literature by Abakah et al. (2023) and Vogl (2022), the risks for companies during the 2008 global financial and economic crisis, as an illustrative crisis of economic nature (which happened because of the bubble burst in the US stock market), were studied in detail. As this experience shows, under the conditions of a crisis of an economic nature, the risks for companies are very high and much higher than that under the conditions of stability and economic growth. This highlights the importance of studying business under crisis conditions from a risk perspective.
However, the COVID-19 crisis took place because of the pandemic and has a non-economic nature, due to which the risks for companies during this crisis might be specific. The results of recent published work on the topic of the influence of the COVID-19 pandemic and crisis on risks for companies are reflected in the work by Abdi et al. (2023), Erer et al. (2023), Fortunato et al. (2023), Hean and Chairassamee (2023), Kanamura (2023), Loughran and McDonald (2023), and Tang et al. (2023). In the existing literature (Popkova and Sergi 2021; Yelikbayev and Andronova 2022), only certain aspects of the risks for companies during the COVID-19 crisis are reflected. Because of this, it does not allow for a comprehensive and full characterisation of risks for companies during the COVID-19 crisis, which is a literature gap and causes the following research questions (RQs).
RQ1: What is the level of risks for companies during the COVID-19 crisis (in 2020): higher or lower than the pre-crisis level (2019)? Based on experience of crises of an economic nature, the existing literature—Moreno Ramírez et al. (2022), Tan et al. (2022), and Zhou and Li (2022)—notes that risks for companies are very high during the COVID-19 crisis. At the same time, certain proofs from the experience of the COVID-19 crisis, which were reflected in the work of Hohenstein (2022) and Tingey-Holyoak and Pisaniello (2021)—show that the risks for companies are relatively small under the conditions of the COVID-19 crisis. This is the basis for proposing hypothesis H1: annual increase in rank, revenues, and profits during the COVID-19 crisis (in 2020) only slightly changed compared with that during the pre-crisis period (2019).
RQ2: Which countries experienced the highest risks for companies during the COVID-19 crisis: developed or developing nations? Based on the experience of crises of an economic nature, the existing work by Abdullah et al. (2022) and Dohale et al. (2023) points to the fact that companies in developing countries faced larger risks during the COVID-19 crisis compared with those in developed countries, which demonstrated higher crisis resilience. At that, the specifics of developing countries, which are connected to their most dynamic economic growth and increased flexibility of business—noted in the work by Kukoyi et al. (2022) and Metwally and Diab (2023)—allow for proposing hypothesis H2: in developing countries, risks for companies during the COVID-19 crisis turned out to be lower due to the increased adaptability of businesses to the crisis.
RQ3: What are the consequences of risks for companies during the COVID-19 crisis for the economy: increase or reduction in crisis phenomena in the economy? Based on the experience of crises of an economic nature, Mezghani et al. (2021) and Yamen (2021) state that, because of the unpreparedness of companies for the COVID-19 crisis, risks for them (deterioration in business indicators of listed domestic companies) increased the economic decline, causing a decrease in GDP, an increase in tax evasion (development of the shadow economy), and a growth in state budget deficit.
At the same time, the existing work on the topic of the digitalisation of business (Inshakova et al. 2021; Leung et al. 2023; Ngo et al. 2023) shows that it facilitates an increase in economic (digital) growth; more successful fights against tax evasion (overcoming the shadow economy); and an increase in revenues and, therefore, state budget surplus. This is the basis for proposing hypothesis H3: the use of digital measures of risk management of companies during the COVID-19 crisis allowed for mitigating the economic manifestations of the crisis, increasing GDP (supporting economic growth), reducing the shadow economy, and increasing state budget surplus.
RQ4: How (and with what measures) can we manage risks under the conditions of a crisis of a non-economic nature given the experience of the COVID-19 crisis: measures of state or corporate management? Based on the experience of crises of an economic nature, to reduce the risk burden on businesses during the COVID-19 crisis, the existing literature suggests implementing external (state) management with the help of standard measures of protectionism (Phang et al. 2023; Salami et al. 2022; Velayutham et al. 2021) and special (which became actual during the pandemic) measures of development of the healthcare infrastructure (Abdel Fattah et al. 2022).
In this case, the existing literature on the topic of the digital economy notes the advantages of digitalisation of businesses to raise the competitiveness, return, and profitability of companies. In particular, the following management measures are offered for this:
  • Development of digital/technological skills of employees to implement digital innovations in business (Türk 2022);
  • Raising the activity of the use of big data and analytics to create and develop smart productions with a high level of automatisation of all business operations (Cui et al. 2022);
  • Performing digital transformation in companies to raise their effectiveness and digital competitiveness (Busco et al. 2023);
  • Dissemination of mobile broadband subscribers (transition to 4G and 5G mobile Internet) for the development of e-commerce (Attran 2023)
This is the basis for proposing hypothesis H4: digital measures (increase in digital/technological skills, growth in the activity of the use of big data and analytics, acceleration of digital transformation in companies, and increase in the number of mobile broadband subscribers) allowed for reducing the risks for companies (improving business indicators of listed domestic companies) during the COVID-19 crisis.
To fill the discovered gap, to search for answers to the posed RQs, and to verify the proposed hypotheses, we performed dataset modelling of the international experience of change in the risks for companies during the COVID-19 crisis, as well as management of these risks with the help of digitalisation of businesses.

3. Methodology

The research objects in this paper are the following types of risks of listed companies: (1) risk of the reduction in competitiveness (rank, position in the ranking of companies), (2) risk of the reduction in revenue, and (3) risk of the reduction in profit. To compile the most precise risk profile of companies during the COVID-19 crisis, we conducted a quantitative study based on the methodology of econometrics. The considered statistics were unified in “massive time series”—datasets—with their further analysis. The authors’ term “massive time series” was offered in this paper to define the notion of a “dataset” according to the categorical apparatus of mathematical sciences and econometrics.
In mathematics, a data array or data structure is treated as the structure of data that stores a set of values (elements of the array) of the indicators of a certain set continuous range. A classic example of a data array is a table—it is used in this paper (Garcia and Lumsdaine 2005). A specific feature of an array as a data structure (unlike, for example, a linked list) is the constant computational complexity of access to the element of the array via the index (McMillan 2014).
A time series is treated in mathematics as statistical material, collected during different time periods, on the values of any parameters of the studied process. In a time series, the time of measuring or order number of measuring is indicated for each calculation (e.g., calendar year—like in this paper). Time series substantially differs from a simple data sample, for during the analysis, the interconnection of measurements with time, not only statistical diversity and statistical characteristics of the sample, is taken into account—this was an argument in favour of the provision of the statistical basis of this research in the form of a time series.
Time series consist of two elements: a period of time, for which or as of which numerical values are given; numerical values of a certain indicator, called levels of the series. A time series analysis is treated in mathematics as a totality of mathematical and statistical methods of analysis for determining the structure of a time series. These include, in particular, the methods of regression analysis, which are used in this paper (De Gooijer and Hyndman 2006).
The time series studied in this paper includes data before the pandemic (2017–2019) and during the COVID-19 pandemic and crisis (2020–2022). These periods were calculated and determined according to the following logic. The pandemic was announced by the WHO on 11 March 2020. Due to this, the entire 2020 year was a pandemic and crisis year because, according to the World Bank (2023), the growth rate of the world GDP was negative (−3.1%), which is a sign of a deep recession of the world economic system.
The pre-pandemic period was marked by growth rates of the world economy of 3.4% in 2017, 3.3% in 2018, and 2.6% in 2019 (World Bank 2023). During the pandemic (the end of which was officially announced by the WHO on 5 May 2023, due to which the year 2023 is COVID-19-neutral), the world GDP reduced by 3.1% in 2020 and then grew by 6% in 2021 and by 3.1% in 2022 (World Bank 2023).
The logic of differentiation of these periods is that, in 2017–2019, the pandemic did not have any influence on the economy. That is why, an analysis of business in the pre-pandemic period allows for revealing its natural risks. In 2020–2022, the COVID-19 pandemic and crisis determined the pandemic context of the business environment and influenced business risks.
The advantage of a dataset analysis is that the statistics fully cover the studied economic processes, with the error of results being at the minimum. The essence of the method of dataset analysis was described in many studies (e.g., Yuan et al. 2023), and the specifics of using this method during the study of risks for companies were reflected in the work of Popkova and Sergi (2021) and Sozinova and Popkova (2023). The authors’ datasets, formed based on the official international statistics of respectable sources—Fortune (2023) and IMD (2023)—can be found in a separate file, submitted with this paper. The experimental design of this research is shown in Table 1.
To search for answers to RQ1 and RQ2, task 1 was set: to measure risks for companies during the COVID-19 crisis and to determine the features of risks in developed and developing countries. It is solved with the help of the method of horizontal analysis. Sample 1 contains the world’s largest listed companies from the ranking “Global 500” (Fortune 2023) in 2019–2022, with division into developed and developing countries. The annual growth in the values of rank, revenue, and profits of these companies in 2019–2022 is assessed—separately for developed and developing countries.
Sample 2 contains the top 55 (without gaps in data) most competitive digital economies of the world (IMD 2023) in 2017–2022. The annual growth in the following values is assessed: (1) digital management measures of risk management, such as digital/technological skills (DGT1), use of big data and analytics (DGT2), digital transformation in companies (DGT3), and mobile broadband subscribers (DGT2); (2) alternative measures of state regulation, aimed at reducing the risk burden on businesses, such as protectionism (GOV1) and health infrastructure (GOV2); (3) risks that are measured with the help of the indicator “listed domestic companies” (RISK); and (4) potential economic implications of risks and risk management of companies, such as gross domestic product (GDP) (ECON1), tax evasion (ECON2), and government budget surplus/deficit (GBD).
To assess reliability, an important aspect is a normal distribution of variables that are used in the regression function. The assumption of normality is very important in a regression analysis since it allows for using different statistical techniques. Deviation from normality may lead to distortion or influence the reliability of the results. The reliability and correctness of the calculation of risks in this paper are ensured and assessed according to the methodology proposed by Popkova and Sergi (2021) and the method proposed by Sozinova and Popkova (2023). Histograms of the normal distribution of data, which are used in the paper, are given in Figure 1.
The performed evaluation showed that the variables fall under a normal distribution—therefore, it is possible to interpret and confirm the regression model.
To search for answers to RQ3 and RQ4, task 2 was set: to determine cause-and-effect relationships between the change and digital management of risks for companies during the COVID-19 crisis. It is solved in the strategy of assessment with the use of structural equation modelling with the help of the method of regression analysis. Based on the data from Sample 2—the top 55 most competitive digital economies of the world (IMD 2023) in 2017–2022—we performed econometric modelling of the connection between listed domestic companies and alternative measures of risk management and potential implications for the economy. Research model (1) systemically reflects the connections of the indicators from the sample and has the following mathematical expression:
1 R I S K = a R I S K + b 1 R I S K × D G T 1 + b 2 R I S K × D G T 2 + b 3 R I S K × D G T 3 + b 4 R I S K × D G T 4 + b 5 R I S K × G O V 1 + b 6 R I S K × G O V 2 ; 2 E C O N = a R E C O N + b 1 E C O N × R I S K + b 2 E C O N × D G T 1 + b 3 E C O N × D G T 2 + b 4 E C O N × D G T 3 + b 5 E C O N × D G T 4 + b 6 E C O N × G O V 1 + b 7 E C O N × G O V 2 ; 3 G B D = a G B D + b G B D × E C O N 2 ; 4 G O V 2 = a G O V + b 1 G O V × D G T 1 + b 2 G O V × D G T 2 + b 3 G O V × D G T 3 + b 4 G O V × D G T 4 .
Research model (1) reflects four dependencies: (1) dependence of the risks for listed companies on the totality of digital management measures of risk management and alternative measures of state regulation, aimed at reducing the risk burden on businesses; (2) dependence of GDP and tax evasion (separately) on the risks for listed companies and on the totality of the digital management measures of risk management and alternative measures of state regulation, aimed at reducing the risk burden on businesses; (3) dependence of the government budget surplus/deficit on tax evasion; and (4) dependence of the health infrastructure on the totality of digital management measures of risk management.
The reliability of the results of the regression analysis is verified with the help of the F-test. It should be noted that, when performing a regression analysis with the variables of a time series, it is very important to follow certain important steps to ensure the reliability and substantiation of the results. These steps usually include tests for unit roots to assess stationarity and residual tests to evaluate the appropriateness of the model.
To follow these steps and to guarantee the reliability of the results of the regression analysis, we performed, first, stationarity tests, with the help of the Augmented Dickey–Fuller test (ADF), which is very important for determining whether the variables demonstrate unit roots or are stationary. Stationarity is a fundamental assumption in an analysis of a time series; violation of this assumption may lead to imprecise and unreliable results.
The augmented Dickey–Fuller test (ADF) checks the value of the regression coefficient (a) in the autoregression equation of the first order. If a ≥ 1, the process has a unit root—in this case, the row is not stationary, and it is an integrated time row of the first order. If a < 1, the row is stationary. The Dickey–Fuller test was performed in this paper with the help of MS Excel software for each studied time row separately.
In the Dickey–Fuller test, the null hypothesis assumes that the time series has a unit root (it is non-stationary). Within this test, to conclude that the series is stationary, it is necessary to check the given null hypothesis, given the significance of the regression coefficients.
Second, residual tests are very important for the evaluation of the criteria of agreement and determination of potential problems with the model. Residual tests in this paper include the research on residuals for autocorrelation with the use of techniques such as the Durbin–Watson test.
Third, the structural break test—to determine whether there are important changes or breaks in the data. Structural breaks can take place due to various factors, e.g., changes in policy, economic turmoil, or other external events. Ignoring the possibility of structural breaks may lead to incorrect results. In econometrics and statistics, a structural break is an unexpected change (in time) in the parameters of the regression models, which may lead to big errors in forecasting and to the unreliability of the model on the whole.
The Chow test, offered by the econometrist Gregory Chow (1960), is a verification of whether true coefficients are equal in two linear regressions at different sets of data. In econometrics, it is most often used in the analysis of a time series to check the presence of a structural break in the period that can be considered known a priori (e.g., a large historical event, such as a war). During the evaluation of a programme, the Chow test is often used to determine whether independent variables have different effects on different sub-groups of the population.
For models with linear regression, the Chow test is used to check the unit break of the mean for a given time period. This test evaluates whether the coefficients in the regression model are equal for different time periods (Davidson and MacKinnon 1993).
The null hypothesis of the Chow test states that there is no significant difference between the coefficients of the two regression models. Interpreting the results of the Chow test involves analysing the calculated F-statistic and comparing it with the critical value at a chosen significance level (usually 5% or 1%). If the F-statistic is greater than the critical value, it suggests that there is a significant difference in coefficients between the two regression models or subgroups being compared. This indicates the presence of a structural break or a significant difference in the relationships between variables over time or across subgroups.
It should be noted that the period of the sample (2017–2022) is rather large, which ensures the accuracy of the evaluation. This allows for effective use of the Chow test with the existing data. We compared regression coefficients for 2019 (pre-pandemic) and 2020 (during the COVID-19 crisis). The reliability of estimations obtained within this timeframe is ensured by a rather large number of observations in each sub-period—55 observations (54 degrees of freedom).
It should be also noted that the connection between cause and effect is not necessarily unidirectional. While changes in the causal variable directly influence changes in the effect variable, the connections are more complex and may include bidirectional or reverse dynamics. Acknowledging the limitations of a unidirectional perspective, for a better understanding of the cause-and-effect connection in the context of this research, we have additionally performed a correlation analysis—we calculated the coefficients of cross correlation, which also allows for performing a multicollinearity test of variables (avoiding their duplication in the econometric model).
These steps help with the concern raised about the potential bidirectional or feedback dynamics in real-world relationships. The bidirectional nature of the cause-and-effect relationship was studied with the help of correlation coefficients, which demonstrate the character (inhibiting each other with the negative sign of the correlation coefficient and catalysing each other with the positive sign of the correlation coefficient) and tightness (the closer the value of the correlation coefficient to 1, the tighter the connection) of the connection between the indicators.
Task 3 was set: to determine the potential of digital management of risks for companies under the conditions of a crisis of a non-economic nature via the example of the COVID-19 pandemic. It is solved with the help of the foresight method; it is used to insert in model (1) the maximum values of the digital management measures of risk management. Also, the method of trend analysis is used to evaluate the growth in the indicators’ values.
Reliability of the empirical data is ensured due to the following: (1) a large number of observations (the full sample includes 330 observations and 229 degrees of freedom); (2) a long research period, which covers the pre-pandemic (2017–2019) and pandemic (2020–2022) periods (we studied six periods—calendar years); and (3) the use of methodology that, on the one hand, is rather complex for obtaining precise and reliable results and, on the other hand, is widely accessible for rechecking data.

4. Results

4.1. Risks for Companies during the COVID-19 Crisis: Specifics of Developed and Developing Countries

To solve the first task of this research and to measure the risks for companies during the COVID-19 crisis, as well as to identify the specifics of risks in developed and developing countries, we performed a horizontal analysis of the data in sample 1. The obtained results are presented in Figure 2 and Figure 3.
As shown in Figure 2, the position (rank) of companies in developed countries listed in the Fortune (2023) ranking during the COVID-19 crisis (in 2020 compared with 2019) deteriorated (growth rate—0.99), while during the pre-crisis period, it was improving (growth rate in 2019 equalled 1.01). After the crisis, the growth in profits was restored: the growth rates in 2021 and 2022 equalled 1.02.
Similarly, the profits of these companies during the COVID-19 crisis (in 2020 compared with 2019) reduced (growth rate—0.96), while during the pre-crisis period, they were increasing (growth rate equalled 1.07 in 2019). The negative effect of the COVID-19 crisis was prolonged—the decline in companies’ profits continued and even increased in 2021 (growth rate—0.79). However, in 2022, profits were restored (growth rate was 2.08). The obtained results demonstrate significant risks faced by companies in developed countries during the COVID-19 crisis. For comparison, let us consider the experience of developing countries (Figure 2).
As shown in Figure 3, companies’ profits during the COVID-19 crisis (in 2020 compared with 2019) in developing countries did not change, and revenues grew (growth rate was 1.01), though the growth rate of revenues reduced compared with that of the pre-crisis period (growth rate was 1.09 in 2019). The position (rank) of listed companies from developing countries in the Fortune (2023) ranking during the COVID-19 crisis (in 2020 compared with 2019) improved significantly: the growth rate was 1.03. It should be noted that before (0.99 in 2019) and after (0.95 in 2021 and 0.96 in 2022) the COVID-19 crisis, their rank was decreasing.
This shows that companies in developing countries faced a much lower level of risk during the COVID-19 crisis than companies in developed countries. On the whole, the risk of companies from developing countries was minimal and even reduced during the COVID-19 crisis. To specify the reasons for this unique phenomenon, let us consider the results of the horizontal analysis of the data from sample 2 (Table 2).
The results presented in Table 2 show that the risks for companies, on the whole for the world in 2020, during the COVID-19 crisis remained unchanged at the 2019 level. Thus, the annual growth rate of listed domestic companies equalled 1.01 in 2019 and 2020, and it was even better compared with the pre-crisis period in 2018 (0.99). At that, the measures of protectionism remained at the pre-crisis level (growth rate in 2020: 1.00). The health infrastructure improved significantly during the COVID-19 crisis due to the ambitious measures of state regulation for the fight against the pandemic (growth rate in 2020 was 1.01), but this is not enough to reduce the risks for companies.
Against this background, we should note the active implementation of the digital measures of risk management of companies. Thus, digital/technological skills grew by 1.01 in 2020 (compared with 1.00 in 2019 and 0.99 in 2018). The use of big data and analytics continued to grow with the pre-crisis rate: in 2019 and 2020, the growth rate equalled 1.03. The digital transformation in companies accelerated: the growth rate was 1.02 in 2020 against 0.94 in 2019 and 0.99 in 2018. Mobile broadband subscribers demonstrated visible growth (1.10), though it was lower compared with those at the pre-crisis level (1.14 in 2019).
The mentioned digital measures, which were actively implemented, could play a key role in the successful adaptation of companies to the conditions of the COVID-19 crisis and allow for avoiding high risks for companies. Among the economic implications of the COVID-19 crisis, we should mention the reduction in GDP (0.97 in 2020 vs. 1.01 in 2019), the substantial deepening of the government budget deficit (growth rate was 5.88 in 2020 vs. 1.36 in 2019) and the continuation of the successful fight against the shadow economy (growth rate of success in 2020 remained at the 2019 level and was assessed at 1.03).
Thus, an analysis of the experience of the top 55 most competitive digital economies of the world (IMD 2023) in 2017–2022 showed that the digital measures of risk management of companies were actively implemented during the COVID-19 crisis and could potentially have an important role for mitigating the economic implications of the crisis. To specify this, it is necessary to model—in more detail—the cause-and-effect relationships between the change and digital management of risks for companies during the COVID-19 crisis.

4.2. Cause-and-Effect Relationships of the Change and Digital Management of Risks for Companies during the COVID-19 Crisis

To solve the second task and to identify the cause-and-effect relationships between the change and digital management of risks for companies during the COVID-19 crisis, we conducted a regression analysis of the data from sample 2. Based on the experience of the top 55 most competitive digital economies of the world (IMD 2023) in 2017–2022, we performed econometric modelling of the connection between listed domestic companies, and alternative measures of risk management and potential implications for the economy. This allowed for specifying research model (1) and receiving the following system of equations of linear regression:
1 R I S K = 647.6480 21.1858 × D G T 1 23.1690 × D G T 2 + 287.6776 × D G T 3 + 7.6846 × D G T 4 196.7826 × G O V 1 + 103.3040 × G O V 2 ; 2 E C O N 1 = 1984.6080 + 386.1310 × R I S K + 993.0822 × D G T 1 898.886 × D G T 2 + 7.0497 × D G T 3 + 12.1996 × D G T 4 150.2545 × G O V 1 + 1.8530 × G O V 2 ; 3 E C O N 2 = 1.0557 0.1706 × R I S K + 0.2690 × D G T 1 + 0.0961 × D G T 2 + 0.0134 × D G T 3 + 0.6611 × D G T 4 + 0.1229 × G O V 1 + 0.0001 × G O V 2 ; 4 G B D = 4.9940 + 0.3987 × E C O N 2 ; 5 G O V 2 = 2.0686 + 0.6197 × D G T 1 0.0785 × D G T 2 + 0.3723 × D G T 3 + 0.0284 × D G T 4 .
To ensure the correctness of the conclusions for econometric model (2), we used important steps in statistical analysis—including the F-test, stationarity test, the Augmented Dickey–Fuller test (ADF), and residuals analysis (Durbin–Watson test), as well as the Chow test (the unit break of the mean for a given time period)—to confirm the regression model and to evaluate its appropriateness. This guarantees the reliability and precision of analysis, providing a strong foundation for high-precision conclusions from the data.
The Dickey–Fuller test was performed for all variables: the regression of their values in period t and of their values in period t-1 was found (Figure A1, Figure A2, Figure A3, Figure A4, Figure A5, Figure A6, Figure A7, Figure A8, Figure A9 and Figure A10). The obtained results are reflected in the regression curves, which showed that the values of almost all regression coefficients are below 1, except for the following:
  • Digital/technological skills (DGT1) in 2021 compared with that in 2020;
  • Digital transformation in companies (DGT3) in 2019 compared with that in 2018;
  • Protectionism (GOV1) in 2019 compared with that in 2018;
  • Health infrastructure (GOV2) in 2018 compared with that in 2017;
  • “listed domestic companies” (RISK) in 2019 compared with those in 2018 and in 2020 compared with in 2019.
Based on this, on the whole, the time rows of all studied variables can be characterised as stationary. This allows for disproving the null hypothesis of the Dickey–Fuller test (that the time series has a unit root, i.e., is non-stationary), based on the level of significance, and concluding that the series is stationary.
Econometric model (2) reflects four dependencies: first, the dependence of the risks for listed companies on the totality of digital management measures of risk management and alternative measures of state regulation, aimed at reducing the risk burden on business. Its characteristics are demonstrated in detail in Table 3.
The results obtained in Table 3 show that the risks for listed companies are increased by 28.30%, determined via the implementation of the set of the considered management measures. The F-test was passed at the level of significance of 0.001. It should be noted that the protectionism measures do not reduce but only raise the risks for companies, which is confirmed via the negative value of the regression coefficient.
An increase in digital transformation in companies by one point leads to an improvement in the business indicators (e.g., reduction in risks) of the listed domestic companies by 287.6776. An increase in the number of mobile broadband subscribers by 1% leads to an improvement in the business indicators (e.g., reduction in risks) of the listed domestic companies by 7.6846. We should note the substantial effect of the development of healthcare infrastructure, for which a growth rate by one point leads to improvement in the business indicators (i.e., reduction in risks) of the listed domestic companies by 103.3040.
The residual test (Durbin–Watson test) was performed based on the data on residuals given in Table A1: d = 963863383.4683/461648735.7215 = 2.0879. Since the test statistics, 2.0879, did not exceed the critical value (at the level of significance of 0.01 at n = 330 and m(k) = 6), there is no correlation between the residuals, i.e., the residuals are independent. Therefore, the assumption was confirmed, and the Durbin–Watson test was successfully passed.
A structural break test (the Chow test) was performed in Table 4, with the values of the coefficients of the regression before the pandemic (in 2019) and under the conditions of the COVID-19 pandemic and crisis (in 2020).
As shown in Table 4, coefficients in the considered regression model are approximately equal for different time periods—the period before the pandemic (in 2019) and that during the COVID-19 pandemic and crisis (in 2020). This shows the absence of structural breaks.
The performed analysis of F-statistic and its comparison with the critical value (F-table = 3.2036) at the selected level of significance (α = 0.01, i.e., 1%) showed that the observed F-statistic is below the critical level (F-observed in 2019 was 0.8011, and that in 2020 was 0.7810). Therefore, there is no significant difference in the coefficients between two regression models or sub-groups that are compared. This is a sign of the absence of a structural break or insignificant difference in the ties between variables in time or sub-groups. Thus, we confirmed the null hypothesis of the Chow test on the absence of a significant difference between the coefficients of the two regression models.
Second is the dependence of GDP and tax evasion (in isolation) on the risks for listed companies and on the totality of the digital management measures of risk management and alternative measures of state regulation, aimed at reducing the risk burden on businesses. Its characteristics are demonstrated in detail in Table 5, Table 6, Table 7 and Table 8.
The results obtained in Table 4 show that GDP decreased by 69.10%, determined via the risks for listed companies and the implementation of the set of considered management measures. The F-test was passed at the level of significance of 0.001.
The residual test (Durbin–Watson test) was performed based on the data on residuals that are given in Table A1: 6746900467.5637/3681271967.3473 = 1.8328. Since the test statistics, 2.0879, did not exceed the critical value (at the level of significance of 0.01 at n = 330 and m(k) = 7), there is no correlation between the residuals, i.e., the residuals are independent. Therefore, the assumption is correct, and the Durbin–Watson test was successfully passed.
A structural break test (the Chow test) was performed in Table 6, where the values of the coefficients of regression before the pandemic (in 2019) and during the COVID-19 pandemic and crisis (in 2020) are shown.
As shown in Table 6, the coefficients in the considered regression model are approximately equal for different time periods—the period before the pandemic (in 2019) and under the conditions of the COVID-19 pandemic and crisis (in 2020). This is a sign of the absence of structural breaks.
The performed analysis of F-statistic and its comparison with the critical value (F-table = 8.5622) at the selected level of significance (α = 0.000001, i.e., 0.0001%) showed that the observed F-statistic is below the critical level (F-observed in 2019 was 7.9598, and that in 2020 was 6.2082). Therefore, there is no significant difference in the coefficients between two regression models or sub-groups that are compared. This is a sign of the absence of a structural break or insignificant difference in the ties between variables in time or sub-groups. Thus, we confirmed the null hypothesis of the Chow test on the absence of a significant difference between the coefficients of the two regression models.
It is noteworthy that the development of healthcare infrastructure does not provide support for economic growth but, on the contrary, slows it down. An increase in digital/technological skills by one point leads to an increase in GDP of USD 386.1310 billion. An increase in the activity of the use of big data and analytics by one point leads to an increase in GDP by USD 993.0822 billion. An increase in the number of mobile broadband subscribers by 1% leads to an increase in GDP by USD 7.0497 billion. An improvement in business indicators (i.e., reduction in risks) of listed domestic companies by 1 leads to an increase in GDP by USD 1.8530 billion.
The results obtained in Table 7 show that the success of the fight against tax evasion (de-shadowing of the economy) improved by 78.78%, determined via the risks for listed companies and implementation of the set of considered management measures. The F-test was passed at the level of significance of 0.001. An increase in the activity of the use of big data and analytics by one point leads to an increase in the success of the fight against tax evasion (de-shadowing of the economy) by 0.2690 points.
The residual test (Durbin–Watson test) was performed based on the data on residuals that are given in Table A1: 735.8002/328.7042 = 2.2385. Since the test statistics 2.0879 did not exceed the critical value (at the level of significance of 0.01 at n = 330 and m(k) = 7), there is no correlation between residuals, i.e., the residuals are independent. Therefore, the assumption was confirmed, and the Durbin–Watson test was successfully passed.
A structural break test (the Chow test) was performed in Table 8, where the values of the coefficients of regression before the pandemic (in 2019) and during the COVID-19 pandemic and crisis (in 2020) are shown.
According to Table 8, coefficients in the considered regression model are approximately equal for different time periods—the period before the pandemic (in 2019) and that during the COVID-19 pandemic and crisis (in 2020). This is a sign of the absence of structural breaks.
The performed analysis of F-statistic and its comparison with the critical value (F-table = 16.4298) at the selected level of significance (α = 0.0000000001, i.e., 0.00000001%) showed that the observed F-statistic is below the critical level (F-observed in 2019 was 14.2800, and that in 2020 was 14.3165). Therefore, there is no significant difference in the coefficients between the two regression models or sub-groups that are compared. This is a sign of the absence of a structural break or insignificant difference in the ties between variables in time or sub-groups. Thus, we confirmed the null hypothesis of the Chow test on the absence of a significant difference between the coefficients of the two regression models.
An increase in the level of digital transformation in companies by one point leads to an increase in the success of the fight against tax evasion (de-shadowing of the economy) by 0.0961 points. An increase in the number of mobile broadband subscribers by 1% leads to an increase in the success of the fight against tax evasion (de-shadowing of the economy) by 0.0134 points. An increase in the measures of protectionism by one point leads to an increase in the success of the fight against tax evasion (de-shadowing of the economy) by 0.661 points.
An increase in the development of the healthcare infrastructure by one point leads to an increase in the success of the fight against tax evasion (de-shadowing of the economy) by 0.1229 points. Improvement in business indicators (i.e., reduction in risks) of listed domestic companies by one leads to an increase in the success of the fight against tax evasion (de-shadowing of the economy) by 0.0001 points. Third is the dependence of the government budget deficit on tax evasion. Its characteristics are demonstrated in detail in Table 9.
The results obtained in Table 9 show that the state budget surplus increased by 17.32%, determined via the success of the fight against tax evasion (de-shadowing of the economy). The F-test was passed at the level of significance of 0.005.
The residual test (the Durbin–Watson test) was performed based on the data on residuals that are given in Table A1: 5182.6456/4452.1147 = 1.1641. Since the test statistics, 2.0879, did not exceed the critical value (at the level of significance of 0.01 at n = 330 and m(k) = 1), there is no correlation between the residuals, i.e., the residuals are independent. Therefore, the assumption is confirmed, and the Durbin–Watson test was successfully passed.
A structural break test (the Chow test) was performed in Table 10, where the values of the regression coefficients are shown for before the pandemic (in 2019) and during the COVID-19 pandemic and crisis (in 2020).
As shown in Table 10, the coefficients in the considered regression model are approximately equal for different time periods—the period before the pandemic (in 2019) and that during the COVID-19 pandemic and crisis (in 2020). This is a sign of the absence of structural breaks.
The performed analysis of F-statistic and its comparison with the critical value (F-table = 7.1386) at the selected level of significance (α = 0.01, i.e., 1%) showed that the observed F-statistic is below the critical level (F-observed in 2019 was 4.7260, and that in 2020 was 0.8955). Therefore, there is no significant difference in the coefficients between the two regression models or sub-groups that are compared. This is a sign of the absence of a structural break or insignificant difference in the ties between variables in time or sub-groups. Thus, we confirmed the null hypothesis of the Chow test on the absence of a significant difference between the coefficients of two regression models.
An increase in the success of the fight against tax evasion (de-shadowing of the economy) by one point leads to an increase in the state budget surplus by 0.3987%—i.e., budget deficit decreases. Fourth is the dependence of the health infrastructure on the totality of the digital management measures of risk management. Its characteristics are demonstrated in detail in Table 11.
The results obtained in Table 11 show that the development of the health infrastructure increased by 56.09%, determined via the totality of the digital management measures of risk management. The F-test was passed at the level of significance of 0.001.
A structural break test (the Chow test) was performed in Table 12, where the values of the regression coefficients are shown before the pandemic (in 2019) and during the COVID-19 pandemic and crisis (in 2020).
As shown in Table 12, the coefficients in the considered regression model are approximately equal for different time periods—the period before the pandemic (in 2019) and that during the COVID-19 pandemic and crisis (in 2020). This is a sign of the absence of structural breaks.
The performed analysis of F-statistic and its comparison with the critical value (F-table = 7.3301) at the selected level of significance (α = 0.0001, i.e., 0.01%) showed that the observed F-statistic is below the critical level (F-observed in 2019 was 5.7474, and that in 2020 was 5.2092). Therefore, there is no significant difference in the coefficients between the two regression models or sub-groups that are compared. This is a sign of the absence of a structural break or insignificant difference in the ties between variables in time or sub-groups. Thus, we confirmed the null hypothesis of the Chow test on the absence of a significant difference between the coefficients of the two regression models.
An increase in the development of digital/technological skills by one point leads to an increase in the level of the development of health infrastructure by 0.6197 points. Growth in the level of digital transformation in companies by one point leads to a growth in the level of the development of health infrastructure by 0.3723 points. Growth in the coverage of mobile broadband subscribers by 1% leads to an increase in the level of the development of health infrastructure by 0.0284 points.
The reliability of econometric model (2) is confirmed via the successfully passed F-test, the Augmented Dickey–Fuller test, the Durbin–Watson test, and the Chow test for all regression equations. The performed tests proved the regression model and confirmed its expedience, guaranteeing the reliability and precision of the analysis.
For a better understanding of the cause-and-effect relationships in the context of this research, we performed a correlation analysis, calculating the coefficients of cross-correlation (Table 13).
The correlation analysis (Table 13) allowed for performing a test on the multicollinearity of variables, which has been successfully passed—the duplicating variables are absent in econometric model (2). Based on the results from Table 1, the bidirectional nature of the cause-and-effect relationship of the studied indicators is determined.
Digital/technological skills (DGT1) demonstrated the closest bidirectional connection and catalytic effect with digital transformation in companies (DGT3, correlation: 0.68) and with the use of big data and analytics (DGT2, correlation: 0.62). This could be explained via the growth in demand for digital personnel in the labour market in the course of the development of digital business and the corresponding expansion of opportunities for the digitalisation of business in the course of an increase in its provision with the necessary digital personnel.
Also, we revealed a rather close bidirectional relationship with protectionism (GOV1, correlation: 0.46): digital personnel support import substitution. Protectionism, in turn, raises the demand for digital personnel as a production factor of digital business. The revealed close bidirectional relationship with health infrastructure (GOV2, correlation: 0.46) shows that the development of digital healthcare based on the telecommunication infrastructure motivates employees and consumers to master digital skills, and better mastering of these skills, in its turn, expands on opportunities for the development of digital healthcare.
We also revealed a weak negative connection (inhibiting effect) with tax evasion (ECON2, correlation: −0.04). It could be explained by the fact that the shadow economy reduces the motivation of employees in mastering digital skills due to the impossibility to obtain returns on investments into training. At that, the development of digital skills increases the sellers’ power in the labour market and allows employees to influence employers, requiring social guarantees and fighting the shadow economy, i.e., overcoming tax evasion.
The use of big data and analytics (DGT2) demonstrated the closest bidirectional connection and catalytic effect with digital transformation in companies (DGT3, correlation: 0.82). This means that the higher the level of digitalisation, the more actively big data and analytics are used, which causes further digital development, which takes place in a cyclical manner.
Digital transformation in companies (DGT3) demonstrated the closest bidirectional connection and catalytic effect with protectionism (GOV1, correlation: 0.44) and health infrastructure (GOV2, correlation: 0.39), which is largely predetermined by the pandemic and crisis context. Thus, digitalisation supports import substitution due to the growth of digital competitiveness of domestic businesses and allows for developing digital healthcare. Accordingly, protectionism and digital healthcare (including the fight against COVID-19 during the pandemic) support the digitalisation of businesses.
Mobile broadband subscribers (DGT4) demonstrated the closest bidirectional connection and catalytic effect with health infrastructure (GOV2, correlation: 0.41). Thus, mobile communication facilitates the development of telemedicine, while digital healthcare stimulates consumers to more actively use mobile communications for the use of telemedicine services.
At that, we revealed a weak negative connection (inhibiting effect) with government budget surplus/deficit (GBD, correlation: −0.12). It can be explained by the fact that a budget deficit hinders investments in the development of mobile communications and reduces its accessibility. In turn, the development of mobile communications and an increase in the activities of their use raise economic activity (support economic growth and increase the taxation base), facilitate the development of digital finance, and contribute to the fight against the shadow economy.
Protectionism (GOV1) demonstrated the closest bidirectional connection and catalytic effect with health infrastructure (GOV2, 0.66). This means that protectionism was implemented and, at the same time, the healthcare infrastructure was developed, for the fight against the COVID-19 crisis. A developed healthcare infrastructure supports import substitution. Protectionism allows for starting import substitution in healthcare and developing its infrastructure. At that, there is a weak negative connection (inhibiting effect) with tax evasion (ECON2, correlation: −0.09). It can be explained by the fact that the shadow economy hinders import substitution, and import substitution facilitates the fight against the shadow economy.
Health infrastructure (GOV2) demonstrated a weak negative connection (inhibiting effect) with tax evasion (ECON2, correlation: −0.03). It can be explained by the fact that the shadow economy causes a deficit in revenues of the state budget, reducing the effectiveness of institutes and thus hindering the financing of the development of healthcare infrastructure. Under the conditions of the COVID-19 pandemic and crisis, the development of healthcare infrastructure ensured the fight against the shadow economy.
The listed domestic companies (RISK) demonstrated a weak negative connection (inhibiting effect) with tax evasion (ECON2, correlation: −0.03) and government budget surplus/deficit (GBD, correlation: −0.31). It can be explained by the fact that overcoming the shadow economy reduces business risks. A reduction in business risks eliminates the necessity for the shadow economy and facilitates its overcoming.
Gross domestic product, GDP (ECON1), demonstrated a weak negative connection (inhibiting effect) with tax evasion (ECON2, correlation: −0.02) and government budget surplus/deficit (GBD, correlation: −0.27). It can be explained by the fact that the shadow economy reduces the official GDP, decreases the tax base, and causes a budget deficit. Accordingly, overcoming the shadow economy causes a reverse process: an increase in the official GDP, growth in the tax base, and growth in the state budget revenues.
These steps address the concern raised about the potential bidirectional or feedback dynamics in real-world relationships. The bidirectional nature of the cause-and-effect relationship was studied with the help of correlation coefficients, which demonstrate the character (inhibiting each other with the negative sign of the correlation coefficient and catalysing each other with the positive sign of the correlation coefficient) and tightness (the closer the value of the correlation coefficient to 1, the tighter the connection) of the connection between the indicators.
The cause-and-effect relationships are systemically shown in the model of structural equations (SEM) in Figure 4.
Thus, the obtained results showed that the totality of the digital management measures of risk management makes a significant contribution not only to the improvement in business indicators (reduction in risks) of listed companies but also to the development of healthcare infrastructure and the fight against tax evasion (de-shadowing of the economy).
Moreover, the digital measures of risk management play a much more important role in the reduction in the risks for companies than alternative measures of state regulation, aimed at reducing the risk burden on business (protectionism and the development of healthcare infrastructure). A reduction in risks for companies supports economic growth (ensuring an increase in GDP) and improves the results of the fight against tax evasion (de-shadowing of the economy), thus reducing the state budget deficit.

4.3. Potential of Digital Management of Risks for Companies under the Conditions of a Crisis of a Non-Economic Nature via the Example of the COVID-19 Pandemic

To solve the third task and to determine the potential of digital management of risks for companies under the conditions of a crisis of a non-economic nature via the example of the COVID-19 pandemic, we used the method of foresight and inserted into econometric model (2) the maximal values of the digital management measures of risk management. With the help of the method of trend analysis, we assessed the growth rate of the indicators’ values (Figure 5).
Following the authors’ foresight (Figure 5), to fully unlock the potential of digital management of risks for companies under the conditions of a crisis of non-economic nature via the example of the COVID-19 pandemic, it is recommended that a set of measures be implemented: increase digital/technological skills by 49.40%, increase the activity of the use of big data and analytics by 90.46%, raise the level of digital transformation in companies by 74.84%, and increase the coverage of mobile broadband subscribers by 31.48%.
Due to this, the business indicators of the listed domestic companies will grow, and their risks will reduce by 241.72% (their number grows from 0.73 thousand in 2022 to 2.48 thousand). Also, the development of health infrastructure by 70.01% (from 5.83 points in 2022 to 9.90 points) is achieved. Following the authors’ foresight, the implementation of digital measures of risk management of companies ensures the following advantages for the economy: an increase in GDP by 33.22% (from USD 1.58 trillion in 2022 to USD 2.11 trillion), improvement in the results of the fight against tax evasion (de-shadowing of the economy) by 36.95% (from 4.86 points in 2022 to 6.66 points), and reduction in the budget deficit by 43.40% (from −4.13% of GDP in 2022 to −2.34% of GDP).

5. Discussion

This paper’s contribution to the literature consists of the development of scientific provisions of the concept of risks for companies through a clarification of the specifics of risks and risk management of companies during the COVID-19 crisis. Due to this, this paper filled the literature gap and provided answers to all posed RQs, which are given—in comparison with the existing literature—in Table 14.
As shown in Table 14, first, a new answer to RQ1 was obtained. Unlike Moreno Ramírez et al. (2022), Tan et al. (2022), and Zhou and Li (2022), it was substantiated that the risks for companies during the COVID-19 crisis increased only slightly (not much) compared with those at the pre-crisis level. Hypothesis H1 was proved, confirming the work of Hohenstein (2022) and Tingey-Holyoak and Pisaniello (2021).
Second, a new answer to RQ2 was obtain. Unlike Abdullah et al. (2022) and Dohale et al. (2023), it was substantiated that companies faced large risks during the COVID-19 crisis, not in developing countries but in developed countries. Hypothesis H2 was proved, confirming the work of Kukoyi et al. (2022) and Metwally and Diab (2023)
Third, a new answer to RQ3 was obtain. Unlike Mezghani et al. (2021) and Yamen (2021), it was substantiated that the risks for companies did not increase the economic decline, but on the contrary, due to successful adaptation, risk management of companies mitigated the manifestations of the COVID-19 crisis in the economy. Hypothesis H3 was proved, confirming the work of Inshakova et al. (2021), Leung et al. (2023), and Ngo et al. (2023).
Fourth, a new answer to RQ4 was received. Unlike Abdel Fattah et al. (2022), Phang et al. (2023), Salami et al. (2022), and Velayutham et al. (2021), it was substantiated that companies managed their risks independently and much more successfully during the COVID-19 crisis with the help of measures of the digitalisation of businesses. That is, internal corporate management is preferable to external (state) management with the help of standard measures of protectionism and special measures of the development of healthcare infrastructure to reduce the risk burden for businesses during the COVID-19 crisis. Hypothesis H4 was proved, confirming the work of Attran (2023), Busco et al. (2023), Cui et al. (2022), and Türk (2022).

6. Conclusions

Thus, as a result of the performed research, a systemic risk profile of companies during the COVID-19 crisis was formed; it reflects their cause-and-effect relationships and risk management. In particular, the following results were received. First, via the example of companies from “Global-500”, it was discovered that companies in developing countries faced a much lower level of risk during the COVID-19 crisis than companies in developed countries.
Thus, we determined the significant risks faced by companies in developed countries during the COVID-19 crisis: the position (rank) of companies listed in the Fortune (2023) ranking during the COVID-19 crisis deteriorated (growth rate: 0.99), and the profits of these companies reduced (growth rate: 0.96). Unlike them, in developing countries, the profits of companies during the COVID-19 crisis (in 2020 compared with 2019) did not change, and their revenues grew (growth rate: 1.01), and the position (rank) of companies listed in the ranking of Fortune (2023) improved significantly (growth rate: 1.03).
Second, based on the experience of the top 55 most competitive digital economies of the world (IMD 2023) in 2017–2022, we compiled an econometric model, which disclosed the cause-and-effect relationships of the change in and digital management of risks for companies during the COVID-19 crisis. The model showed that, due to successful adaptation, risk management of companies mitigated the manifestations of the COVID-19 crisis in the economy.
Thus, digital measures of risk management improve the business indicators (reduce risks) for listed companies, facilitate the development of healthcare infrastructure and support the fight against tax evasion (de-shadowing of the economy). A reduction in the risks for companies supports economic growth (ensures an increase in GDP) and improves the results of the fight against tax evasion (de-shadowing of the economy), thus reducing the state budget deficit.
Third, it was proved that digital measures of risk management play a much more important role in the reduction in risks for companies than alternative measures of state regulation, aimed at reducing the risk burden for business (protectionism and the development of healthcare infrastructure). The key conclusion of this research is that, under the conditions of a crisis of a non-economic nature (e.g., the COVID-19 crisis), companies manage—independently and successfully—their risks with the help of measures of the digitalisation of businesses—i.e., internal corporate risk management with limited state intervention is preferable.
The theoretical significance lies in the fact that the authors’ conclusions rethought the risks for companies under the conditions of a crisis given the special context of a crisis of non-economic nature (via the example of the COVID-19 crisis). Unlike a crisis of an economic nature (e.g., the 2008 global financial and economic crisis), crises of an economic nature (e.g., the COVID-19 crisis in 2020) (1) cause less vivid risks for companies; (2) cause larger risks for companies in developed countries, creating opportunities for improvement in the business indicators of companies in developing countries; (3) require the management of risks at the level of companies, not at the level of the state; and (4) cause a preference for digital risk management.
The practical significance of the authors’ results is that the developed novel approach to risk management of companies during the COVID-19 crisis, which is based on digitalisation, allows, with high effectiveness, for managing the risks of companies during a crisis of a non-economic nature. For this, a set of digital management measures of risk management was proposed, which include an increase in digital/technological skills, an increase in the activity of the use of big data and analytics, growth in the level of digital transformation in companies, and an increase in the coverage of mobile broadband subscribers.
The managerial significance of the authors’ recommendations is connected to the fact that, under the conditions of future crises of a non-economic nature (caused by reasons related to epidemics/pandemics and environmental disasters), they will allow for improving business indicators of listed domestic companies and reducing risks down to 241.72% (as the authors’ foresight showed).
The proposed recommendations’ economic policy implications are that their implementation by companies during future crises of a non-economic nature will ensure advantages for the economy in the form of the development of health infrastructure up to 70.01%, an increase in GDP up to 33.22%, improvement in the results of the fight against tax evasion (de-shadowing of the economy) up to 36.95%, and a reduction in budget deficit down to 43.40% (as the authors’ foresight showed).
As for the limitations of the performed research, it should be noted that it is based on the unique experience of the COVID-19 crisis, unparalleled in the 21st century, which does not allow for generalisation of the results obtained and for their application to all crises of a non-economic nature. This is a limitation of the authors’ conclusions; to overcome it, future studies should elaborate on the experience of future crises of a non-economic nature (caused by reasons connected to epidemics/pandemics and environmental disasters) and should identify common regularities of the risks for companies under the conditions of all crises of the non-economic nature.
Summing up, it is necessary to point to weaknesses of the research design and approach, which are connected with the predominant consideration of economic reasons and consequences of the risks of companies during the COVID-19 crisis with a focus on the digital economy. At that, non-economic aspects belong to an error of the compiled econometric model and remained beyond the limits of this research. Thus, prospects for future studies lie in the elaboration on these non-economic aspects.
In particular, attention should be paid to socio-psychological and cultural aspects, which are connected to social distancing and social isolation during the lockdown. They could have played an important role in the practical implementation of risks of companies during the COVID-19 crisis. It is recommended that they be studied in future work as a continuation of this paper.

Author Contributions

Conceptualization, Y.V.C.; Methodology, E.B.G.; Writing—original draft, T.V.S.; Writing—review & editing, S.V.G. All authors have read and agreed to the published version of the manuscript.

Funding

This research received no external funding.

Data Availability Statement

Not applicable.

Conflicts of Interest

The authors declare no conflict of interest.

Appendix A

Table A1. Residuals.
Table A1. Residuals.
ObservationRISKECON1ECON2GBDGOV2
Predicted RISKResidualsPredicted ECON1ResidualsPredicted ECON2ResidualsPredicted GBDResidualsPredicted GOV2Residuals
1437.1073−341.1073791.6584−148.03012.7052−0.5473−4.1337−2.55963.75620.6122
2486.19021526.8098674.6055706.76175.9143−0.6024−2.87630.93445.46481.7526
3778.1272−711.12721400.8041−983.54284.85761.1906−2.58281.76675.45952.5886
4615.0006−499.0006540.4818−37.71715.4934−1.3463−3.34072.65695.33073.4155
5628.6902−293.6902360.68781702.82692.40560.4787−3.8441−3.92164.4742−2.6522
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185980.7250−267.72502207.3175−1148.89374.4218−0.4643−3.41631.42575.6718−0.0159
186470.3106−427.31061147.0881−721.19856.18850.6865−2.2531−2.87736.1827−1.3911
1871262.7405−836.74053431.5731−3024.47224.84240.5723−2.8354−6.70937.0168−1.1144
188323.298490.7016372.40511520.16904.9163−2.9343−4.2039−5.39334.78352.3415
189740.10043013.899694.41894945.68884.87041.5227−2.4452−6.50644.74772.5173
190824.0553−645.05532341.6947−2297.99755.0007−1.7661−3.7045−3.32856.00770.0416
191598.4461−504.44611846.8102−1675.72794.8230−1.7572−3.7718−3.26515.1177−0.7756
1921757.9704560.02963154.2534−1516.35794.9027−1.9298−3.80881.56707.48790.5121
193870.0694−852.06942039.1291−2005.51124.7237−0.9904−3.50563.05726.7296−1.9296
194869.0247−842.02472451.7501−2395.20324.6516−0.3928−3.2961−3.98546.9905−1.1552
195511.3141−482.3141306.6891−233.33615.90551.4660−2.0552−1.36485.38892.6397
1961134.9336−207.93362484.6914−2147.68394.8919−0.1766−3.1142−3.07286.48700.8115
197655.6299−515.62991799.4553−723.29202.51490.2660−3.8853−0.58385.1189−1.9733
198530.4277−338.4277552.6710−539.35801.91870.8929−3.8731−5.36253.6020−0.4136
199888.7154−785.71542198.9987−1286.49826.7721−0.2147−2.3798−1.32367.49290.8186
200145.5856−23.5856357.2969−147.09735.90191.8608−1.8992−2.13455.15660.9450
2011096.4768−910.47682720.1027−2357.90446.36960.1637−2.3894−0.22527.32120.9121
202214.9676−15.967691.0444114.22333.8503−0.8366−3.7925−4.54014.4447−2.2193
203584.3196−316.31961491.8706−1130.38123.6693−0.1804−3.6031−2.12994.9970−0.8172
204761.129620.87042461.6271−1865.00924.25680.6048−3.0559−3.89306.0680−2.5055
205508.1199−465.1199611.8938−383.35454.1888−0.1156−3.3702−2.46945.65141.2023
2061281.0201−1234.02013658.0520−3513.64076.8455−0.7380−2.55913.59007.85160.5397
207413.0221−332.02211523.2166−1273.70482.96350.4827−3.6201−5.68895.5189−2.5189
208277.0542−64.05421653.7460−165.42433.74590.6141−3.2558−0.74574.9203−1.0011
2091030.5755−823.57551857.4852−1154.11755.82410.3188−2.5450−8.71897.07000.5532
2101054.2914−595.29142750.3769−2405.09146.77290.9902−1.8991−8.92517.58031.2731
211732.0948−639.09482774.2420−2669.06971.53900.4013−4.2205−1.24785.5317−3.2631
212783.0058−756.00582395.7792−2342.18965.2605−0.6494−3.1557−5.14116.9786−1.5393
213183.165680.8344590.9739−255.53192.73980.1593−3.8382−5.89673.2121−0.5084
214708.84982002.15021412.8730−131.38834.4471−0.3945−3.3784−6.88955.58772.4470
215892.1540−656.15402263.8983−1511.74916.62030.8425−2.0188−0.80067.19871.7101
2161148.2591−405.25911893.3962−1393.71414.80050.1067−3.0377−1.74386.12491.3803
2171158.2142−787.21422312.3086−1592.21054.4404−0.4040−3.3848−1.70646.66270.3191
2181228.8664−1098.86642913.8990−2556.68056.79351.1039−1.8455−3.37167.60550.5227
219781.2840885.71602322.6674434.23295.56070.3217−2.6489−10.11186.8432−0.8726
220959.38013143.61993380.682517,513.06305.12390.5320−2.7392−11.75257.3812−2.2725
2211115.5037−1024.50372017.0918−1525.59931.57980.7138−4.0796−0.47494.4082−0.6101
222926.0551975.94491943.5231−311.51715.6887−1.3705−3.2725−2.90456.31451.0037
2231219.2642−1151.26422126.4402−1649.35825.23930.6866−2.6315−3.28625.91782.9217
224666.3840−558.38401151.9832−552.95646.1308−2.1308−3.3993−2.12236.02712.4993
225912.4096−567.40961390.5064218.47492.76171.2205−3.4065−1.01394.9655−1.5601
226621.8992−362.89921719.3569−1639.08962.90440.0086−3.8327−0.25995.6445−2.1662
2271006.21132915.78872771.9115−700.08465.9106−0.1459−2.6958−1.82747.1406−0.1112
228557.8372−363.83721221.5747−904.51625.2611−0.4442−3.0737−4.44436.2745−1.0914
2291285.97562868.02443072.727614,661.40335.6035−0.1616−2.8245−3.07637.5183−0.8051
230503.6747−438.6747681.6681−367.34583.0456−0.6639−4.0445−2.78794.2953−0.2023
231888.1194−784.11941794.9750−1727.13722.80600.0318−3.86270.97985.6518−1.4626
232470.1443−378.1443349.4053−321.78483.99800.4835−3.20741.54255.03211.1944
2331104.4658−1081.46582053.1676−1770.63375.0566−0.5142−3.1831−2.68486.52640.5402
234722.3520−704.35201137.7297−1101.46695.2563−0.1220−2.94710.59425.68490.8524
235729.0355−278.03551307.52771629.94515.3583−0.1083−2.9010−3.57786.29041.1455
236361.279276.7208297.21913925.89715.30420.7551−2.5784−1.13124.43963.6197
237533.8466−362.84661195.0617−978.82134.4665−0.9978−3.6111−3.82155.6392−0.1154
238804.9002−759.90021500.1387−1317.85713.64190.2376−3.4474−3.32645.4777−1.9356
239901.30824313.69182219.1234921.47824.7277−0.8011−3.4286−6.38216.3989−1.7567
240969.4231−256.42311239.9670−53.87404.7703−0.3649−3.2377−2.69245.7850−0.3255
241289.4693−246.46931041.7522−543.19295.87540.8704−2.30470.38056.2822−1.6721
2421365.2783−939.27833465.7381−2984.14704.9178−0.3687−3.1805−0.74217.0713−0.0313
243460.7369−46.7369988.92601110.95285.1729−3.2979−4.2465−2.98145.28621.3745
244811.21452942.7855157.73464779.68824.86652.1070−2.2139−5.40284.63442.0559
245829.5364−650.53642739.3990−2694.15536.0295−1.7271−3.2788−2.10996.6991−0.2108
246818.5377−724.53772422.5255−2231.71135.0402−1.8510−3.7226−0.37335.4753−0.6935
2471658.3290659.67102509.1721−710.62765.0293−2.6439−4.04313.40397.04721.0996
248738.9701−720.97012640.9173−2601.98554.8100−0.9433−3.45252.71736.6978−1.7644
249816.1794−789.17942254.2713−2188.83554.4006−0.5272−3.44982.44746.8838−1.1370
250733.8969−704.89691160.1920−1073.48065.92171.3482−2.09572.98216.06971.9303
2511456.9610−529.96102702.2236−2329.52204.5065−0.1922−3.2740−3.12266.81060.6179
252907.8267−767.82672036.3910−743.35372.12051.4372−3.5757−0.22655.1851−2.4008
253731.4857−539.4857−250.8989265.99691.58261.3139−3.83930.38224.0687−1.3669
254997.4641−894.46412309.2309−1318.98496.7313−0.3274−2.4410−0.17337.81620.4338
255364.3307−242.3307973.9638−726.34535.86091.6553−1.9975−2.94615.9795−0.5041
2561286.5939−1100.59392588.2322−2105.79526.55470.0739−2.351411.43657.94560.3973
257331.8499−132.8499694.5950−469.89063.1048−0.6798−4.02721.41934.1353−2.1603
258628.1121−360.11211473.7015−1080.08933.4896−0.7277−3.8929−2.57124.8985−1.2062
259742.391939.60812165.5600−1491.51463.15180.6525−3.47731.59475.2676−2.5564
260689.2796−646.2796785.0013−534.89783.75670.0033−3.49500.66845.86371.1496
2611282.0912−1235.09123374.2752−3194.70446.6407−0.2475−2.44526.53977.79950.5564
262420.5460−339.54601669.4686−1385.38222.93320.3334−3.6917−3.41335.3901−2.6234
263357.3876−144.38761841.0687−65.27003.8555−0.4332−3.62974.34974.61290.0316
2641229.2552−1022.25522108.7358−1275.19465.3228−0.2978−2.99070.54507.14250.3325
2651285.6237−826.62372710.0041−2313.01236.06501.1515−2.11701.18837.76170.8363
266471.9769−378.97692412.7288−2297.85872.71551.4967−3.3148−2.83535.6217−3.0679
267816.0655−789.06552139.0329−2077.50684.5360−0.7162−3.4712−1.72886.7885−1.8956
268324.1251−60.12511270.1676−850.22122.09860.3373−4.0229−2.35903.5602−0.8935
269848.86771862.13231571.4536−146.17704.33090.1894−3.1919−3.68075.78661.8663
270985.9124−749.91242376.5150−1563.64816.51490.6933−2.12030.18577.50111.4236
2711220.4578−477.45782212.3077−1706.32605.1282−0.1371−3.0042−4.76136.29301.5654
2721187.3204−816.32042493.8017−1680.77353.2996−0.7038−3.95920.47936.14560.7906
2731267.9883−1137.98833077.3716−2671.90397.02050.5836−1.96242.29267.97180.5282
2741003.5070663.49302762.5154424.34435.50030.6938−2.5246−5.46077.0477−0.2128
2751133.64562969.35443473.629719,523.87065.61630.1950−2.6772−7.50127.5084−1.1656
2761140.0177−1049.01772380.8006−1889.30811.58780.8898−4.0063−0.54834.4990−0.5899
277670.65941231.34061883.0665−251.06056.5920−0.8120−2.6897−3.48736.42420.4958
2781013.8753−945.87531534.9497−1057.86785.31970.4611−2.6894−3.22835.78313.1058
279662.5581−554.55811720.5095−1121.48285.8683−0.4215−2.8225−2.69915.73832.3922
280866.4770−521.47701171.0121437.96923.22110.9673−3.3242−1.09614.8316−0.9766
281572.6354−313.63541877.8379−1797.57063.3855−0.6189−3.8910−0.20165.9699−2.5600
2821154.79312767.20693105.7536−1033.92665.81360.4396−2.5011−2.02217.1413−0.2806
283658.5666−464.56661443.3692−1126.31074.64320.4315−2.9709−4.54716.2983−1.9347
2841423.05222730.94783734.467913,999.66305.46010.1506−2.7572−3.14367.6839−1.1704
285507.1595−442.15951398.8047−1084.48232.81610.5784−3.6407−3.19164.1074−0.6074
286924.7529−820.75291877.5529−1809.71514.02300.1588−3.32680.44406.4165−1.6286
287348.5751−256.57511204.0089−1176.38844.04250.6658−3.11691.45214.93231.3656
288945.0308−922.03081995.8869−1713.35296.1275−0.4949−2.7484−3.11956.94600.5234
289794.3239−776.32391162.9685−1126.70576.10370.1993−2.48120.12835.78400.9736
290585.6957−134.69571433.86861503.60425.8491−0.8390−2.9966−3.48216.29380.7567
291252.6750185.3250251.04353972.07275.79501.0505−2.2649−1.44474.50093.3378
292562.4055−391.4055448.9213−232.68094.2649−1.2226−3.7812−3.65145.2577−0.2999
293765.3357−720.33571416.7989−1234.51734.29460.2690−3.1746−3.59925.6516−1.6155
2941029.12624185.87382415.5144725.08725.1567−0.6901−3.2133−6.59746.7367−1.5589
295999.6145−286.61451805.6580−619.56504.8117−0.6636−3.3403−2.58985.8256−0.1713
296508.2797−465.27971569.5370−1070.97776.03380.9832−2.19660.27246.0606−1.4165
2971429.9848−1003.98483525.3835−3043.79234.99820.6762−2.7318−1.19077.08720.2616
298534.5751−120.57511021.51321078.36555.4042−3.2663−4.1417−3.08625.16212.0563
299791.30002962.7000−14.70004952.12274.82971.6748−2.4009−5.21584.38272.1082
300919.6271−740.62712593.1536−2547.91005.3421−1.1114−3.3073−2.08136.3814−0.3029
301935.9100−841.91002282.7490−2091.93484.8735−1.5168−3.6558−0.44015.7019−0.7842
3021521.9452796.05482058.0311−259.48665.1369−2.8660−4.08873.44966.49691.1662
303910.6914−892.69142614.0482−2575.11645.0451−0.4260−3.15252.41736.6563−1.3706
304911.4966−884.49662374.1070−2308.67124.53760.6139−2.94031.93787.1394−1.6848
305640.1449−611.1449477.9226−391.21115.43830.8694−2.47933.36565.40432.3393
3061379.0786−452.07862727.0338−2354.33214.12840.3382−3.2133−3.18336.38510.3260
307778.6827−638.68271903.2700−610.23272.36240.9154−3.6873−0.11495.1559−2.2961
308504.3446−312.3446182.0085−166.91041.81201.3810−3.72110.26403.5046−1.2239
3091016.9491−913.94912642.3744−1652.12846.9386−0.0765−2.2583−0.35607.80150.4054
310184.5967−62.5967903.1924−655.57405.28102.1556−2.0292−2.91445.0257−0.6877
3111319.2631−1133.26312981.4559−2499.01896.14130.6769−2.275811.36097.8010−0.3010
312693.1938−494.1938877.6593−652.95492.59300.4768−3.77021.16224.2265−1.6618
313771.2069−503.20691454.4554−1060.84323.5321−0.7285−3.8763−2.58785.3645−1.3464
314899.5969−117.59691679.0247−1004.97933.13251.0700−3.31861.43594.9509−2.4193
315534.1591−491.1591596.9042−346.80074.01300.5999−3.15500.32845.44851.2289
3161304.9273−1257.92733277.6254−3098.05466.8051−1.2169−2.76616.86067.85810.4191
317560.9506−479.95061781.1512−1497.06483.19690.1781−3.6485−3.45655.5613−2.1863
318358.4625−145.46251839.8832−64.08443.8556−0.4356−3.63064.35064.61230.0277
3191231.3459−1024.34591669.6136−836.07246.3464−0.8201−2.79080.34517.8390−0.4969
3201105.5497−646.54972835.9983−2439.00646.56171.2597−1.87580.94727.59130.5873
321790.1959−697.19592343.4596−2228.58953.20141.3820−3.1668−2.98335.8473−1.9584
322840.0349−813.03492441.5782−2380.05204.8102−0.5395−3.2914−1.90856.7661−1.8939
323507.7302−243.73021539.1219−1119.17552.83411.1958−3.3874−2.99443.7476−0.0935
324831.57571879.42431804.0855−378.80904.6605−0.3480−3.2747−3.59785.84472.2022
325953.4211−717.42112382.5877−1569.72076.70410.8691−1.97480.04027.20971.6626
3261161.8996−418.89962269.4337−1763.45195.0935−0.0044−2.9651−4.80045.99941.3868
3271147.8397−776.83972175.1083−1362.08014.1516−1.7213−4.02510.54525.89460.0295
3281178.3826−1048.38262851.9926−2446.52496.01101.8461−1.86162.19177.47390.1690
3291058.5042608.49582848.5497338.31005.42940.4040−2.6684−5.31696.9157−1.0586
3301042.08473060.91533727.290019,270.21025.93850.1668−2.5600−7.61847.3934−1.8828
Source: authors.
Figure A1. Stationarity test (the augmented Dickey–Fuller test, ADF) for digital/technological skills (DGT1). Source: authors.
Figure A1. Stationarity test (the augmented Dickey–Fuller test, ADF) for digital/technological skills (DGT1). Source: authors.
Risks 11 00157 g0a1
Figure A2. Stationarity test (the augmented Dickey–Fuller test, ADF) for use of big data and analytics (DGT2). Source: authors.
Figure A2. Stationarity test (the augmented Dickey–Fuller test, ADF) for use of big data and analytics (DGT2). Source: authors.
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Figure A3. Stationarity test (the augmented Dickey–Fuller test, ADF) for digital transformation in companies (DGT3). Source: authors.
Figure A3. Stationarity test (the augmented Dickey–Fuller test, ADF) for digital transformation in companies (DGT3). Source: authors.
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Figure A4. Stationarity test (the augmented Dickey–Fuller test, ADF) for mobile broadband subscribers (DGT2). Source: authors.
Figure A4. Stationarity test (the augmented Dickey–Fuller test, ADF) for mobile broadband subscribers (DGT2). Source: authors.
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Figure A5. Stationarity test (the augmented Dickey–Fuller test, ADF) for protectionism (GOV1). Source: authors.
Figure A5. Stationarity test (the augmented Dickey–Fuller test, ADF) for protectionism (GOV1). Source: authors.
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Figure A6. Stationarity test (the augmented Dickey–Fuller test, ADF) for health infrastructure (GOV2). Source: authors.
Figure A6. Stationarity test (the augmented Dickey–Fuller test, ADF) for health infrastructure (GOV2). Source: authors.
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Figure A7. Stationarity test (the augmented Dickey–Fuller test, ADF) for “listed domestic companies” (RISK). Source: authors.
Figure A7. Stationarity test (the augmented Dickey–Fuller test, ADF) for “listed domestic companies” (RISK). Source: authors.
Risks 11 00157 g0a7
Figure A8. Stationarity test (the augmented Dickey–Fuller test, ADF) for GDP (ECON1). Source: authors.
Figure A8. Stationarity test (the augmented Dickey–Fuller test, ADF) for GDP (ECON1). Source: authors.
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Figure A9. Stationarity test (the augmented Dickey–Fuller test, ADF) for tax evasion (ECON2). Source: authors.
Figure A9. Stationarity test (the augmented Dickey–Fuller test, ADF) for tax evasion (ECON2). Source: authors.
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Figure A10. Stationarity test (the augmented Dickey–Fuller test, ADF) for government budget surplus/deficit (GBD). Source: authors.
Figure A10. Stationarity test (the augmented Dickey–Fuller test, ADF) for government budget surplus/deficit (GBD). Source: authors.
Risks 11 00157 g0a10

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Figure 1. Histograms of normal distribution of the values of variables. Source: authors.
Figure 1. Histograms of normal distribution of the values of variables. Source: authors.
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Figure 2. Risks for companies in developed countries in 2019–2022. Source: authors.
Figure 2. Risks for companies in developed countries in 2019–2022. Source: authors.
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Figure 3. Risks for companies in developing countries in 2019–2022. Source: authors.
Figure 3. Risks for companies in developing countries in 2019–2022. Source: authors.
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Figure 4. Model of structural equations (SEM). Source: authors.
Figure 4. Model of structural equations (SEM). Source: authors.
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Figure 5. The potential of the digital management of risks for companies under the conditions of a crisis of a non-economic nature via the example of the COVID-19 pandemic. Source: authors’ foresight.
Figure 5. The potential of the digital management of risks for companies under the conditions of a crisis of a non-economic nature via the example of the COVID-19 pandemic. Source: authors’ foresight.
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Table 1. Experimental design.
Table 1. Experimental design.
Research Question (RQ)Research TaskResearch MethodSample
RQ1: What is the level of risks for companies during the COVID-19 crisis (in 2020): higher or lower than the pre-crisis level (2019)?Task 1: to measure risks for companies during the COVID-19 crisis and to determine the features of risks in developed and developing countriesMethod of horizontal analysisSample 1: “Global 500” (Fortune 2023) in 2019–2022 with division into developed and developing countries (rank, revenue, and profits)
Sample 2: The top 55 most competitive digital economies of the world (IMD 2023) in 2017–2022 (listed domestic companies and connected statistics)
RQ2: Which countries experienced the highest risks for companies during the COVID-19 crisis: developed or developing nations?
RQ3: What are the consequences of risks for companies during the COVID-19 crisis for the economy: increase or reduction in crisis phenomena in the economy?Task 2: to determine cause-and-effect relationships between the change and digital management of risks for companies during the COVID-19 crisis
Task 3: to determine the potential for digital management of risks for companies under the conditions of a crisis of a non-economic nature via the example of the COVID-19 pandemic
Method of regression analysisSample 2: The top 55 most competitive digital economies of the world (IMD 2023) in 2017–2022 (econometric modelling of the connection between listed domestic companies and alternative measures of risk management and potential implications for the economy)
RQ4: How (and with what measures) can we manage risks under the conditions of a crisis of a non-economic nature given the experience of the COVID-19 crisis: measures of state or corporate management?Method of foresight, method of trend analysis
Source: authors.
Table 2. Risks for companies in 2019–2022.
Table 2. Risks for companies in 2019–2022.
YearDigital/Technological SkillsUse of Big Data and AnalyticsDigital Transformation in CompaniesMobile Broadband SubscribersProtectionismHealth InfrastructureListed Domestic CompaniesGross Domestic Product (GDP)Tax EvasionExports of Goods—GrowthGovernment Budget Surplus/Deficit (%)
20176.964.905.9946.095.815.67720.041334.214.4312.62−1.55
20186.884.855.9555.605.945.66713.071421.454.5111.83−0.88
20196.875.005.5863.215.765.67722.931441.754.65−2.93−1.19
20206.955.155.7069.805.785.91727.161396.194.77−7.66−7.01
20216.845.055.6876.065.445.92-1582.304.5428.48−4.13
20226.695.255.82-5.555.83--4.86--
2018/
2017
0.990.990.991.211.021.000.991.071.020.940.56
2019/
2018
1.001.030.941.140.971.001.011.011.03−0.251.36
2020/
2019
1.011.031.021.101.001.041.010.971.032.615.88
2021/
2020
0.980.981.001.090.941.00-1.130.95−3.720.59
2022/
2021
0.981.041.02-1.020.98--1.07--
Source: Calculated and compiled by the authors.
Table 3. Regression dependence of risks for companies on the digital management measures of risk management and the measures of state regulation.
Table 3. Regression dependence of risks for companies on the digital management measures of risk management and the measures of state regulation.
Regression statistics
Multiple R0.2830
R-square0.0801
Adjusted R-square0.0630
Standard error1195.5137
Observations330
ANOVA
dfSSMSFSignificance F
Regression640,180,810.23006,696,801.70504.68550.0001
Residual323461,648,735.72151,429,253.0518
Total329501,829,545.9515
CoefficientsStandard errort-Statp-ValueLower 95%Upper 95%
Constant−647.6480530.7913−1.22020.2233−1691.8927396.5967
DGT1−21.1858101.3259−0.20910.8345−220.5278178.1562
DGT2−23.1690135.9699−0.17040.8648−290.6675244.3295
DGT3287.6776149.70631.92160.0555−6.8449582.2000
DGT47.68463.36962.28060.02321.055514.3138
GOV1−196.782668.0364−2.89230.0041−330.6331−62.9321
GOV2103.304048.63362.12410.03447.6254198.9826
Chow test
Before the pandemic (2019)During the pandemic (2020)
Coefficientsp-ValueCoefficientsp-Value
Constant−471.20370.7195−803.48550.5851
DGT1−23.77150.927393.84390.7575
DGT2−190.07920.6732−33.96220.9432
DGT3365.79560.443277.40600.8743
DGT410.52580.318314.50710.1725
GOV1−190.31670.2885−151.69510.3714
GOV2122.99870.346580.56550.5496
Source: Calculated and compiled by the authors.
Table 4. The Chow test for the resulting variable RISK.
Table 4. The Chow test for the resulting variable RISK.
CoefficientsValues of the Coefficients
Before the Pandemic (in 2019)During the COVID-19 Pandemic and Crisis (in 2020)
Constant−471.2037−803.4855
DGT1−23.771593.8439
DGT2−190.0792−33.9622
DGT3365.795677.4060
DGT410.525814.5071
GOV1−190.3167−151.6951
GOV2122.998780.5655
Level of significance (α)0.01 (1%)
F-table at the level of significance α3.2036
At k1 = m = 6; k2 = n − m − 1 = 55 − 6 − 1 = 48
F-observed0.80110.7810
Source: authors.
Table 5. Regression dependence of GDP on the risks for companies, the digital management measures of risk management, and measures of state regulation.
Table 5. Regression dependence of GDP on the risks for companies, the digital management measures of risk management, and measures of state regulation.
Regression statistics
Multiple R0.6910
R-square0.4775
Adjusted R-square0.4661
Standard error2551.3779
Observations330
ANOVA
dfSSMSFSignificance F
Regression71,915,243,144.1090273,606,163.444142.03166.746 × 10−42
Residual3222,096,068,391.99566,509,529.1677
Total3294,011,311,536.1046
CoefficientsStandard errort-Statp-ValueLower 95%Upper 95%
Constant−1984.60801135.3836−1.74800.0814−4218.3147249.0987
DGT1386.1310216.25691.78550.0751−39.3238811.5859
DGT2993.0822290.19013.42220.0007422.17421563.9903
DGT3−898.8861321.3132−2.79750.0055−1531.0245−266.7478
DGT47.04977.24890.97250.3315−7.211521.3108
GOV112.1996147.06660.08300.9339−277.1332301.5324
GOV2−150.2545104.5127−1.43770.1515−355.868355.3594
RISK1.85300.118715.60510.00001.61942.0867
Chow test
Before the pandemic (2019)During the pandemic (2020)
Coefficientsp-ValueCoefficientsp-Value
Constant−703.24920.7870−2029.06480.5085
DGT1287.48530.5782411.85220.5152
DGT21898.42370.03801427.23380.1539
DGT3−1878.51300.0523−1447.62140.1587
DGT418.72600.374911.96840.5921
GOV1−118.67250.7400135.95250.7012
GOV2−131.60890.6134−243.58080.3866
RISK1.94500.000000021.75910.0000004
Source: Calculated and compiled by the authors.
Table 6. The Chow test for the resulting variable ECON1.
Table 6. The Chow test for the resulting variable ECON1.
CoefficientsValues of the Coefficients
Before the Pandemic (in 2019)During the COVID-19 Pandemic and Crisis (in 2020)
Constant−703.2492−2029.0648
DGT1287.4853411.8522
DGT21898.42371427.2338
DGT3−1878.5130−1447.6214
DGT418.726011.9684
GOV1−118.6725135.9525
GOV2−131.6089−243.5808
RISK1.94501.7591
Level of significance (α)0.000001 (0.0001%)
F-table at the level of significance α8.5622
At k1 = m = 7; k2 = n − m − 1 = 55 − 7 − 1 = 47
F-observed7.95986.2082
Source: authors.
Table 7. Regression dependence of tax evasion on the risks for companies, digital management measures of risk management, and the measures of state regulation.
Table 7. Regression dependence of tax evasion on the risks for companies, digital management measures of risk management, and the measures of state regulation.
Regression statistics
Multiple R0.7878
R-square0.6206
Adjusted R-square0.6124
Standard error1.0104
Observations330
ANOVA
dfSSMSFSignificance F
Regression7537.729676.818575.25175.292 × 10−64
Residual322328.70421.0208
Total329866.4339
CoefficientsStandard errort-Statp-ValueLower 95%Upper 95%
Constant−1.50570.4496−3.34890.0009−2.3903−0.6211
DGT1−0.17060.0856−1.99170.0473−0.3390−0.0021
DGT20.26900.11492.34070.01990.04290.4951
DGT30.09610.12720.75500.4508−0.15430.3464
DGT40.01340.00294.65384.77 × 10−60.00770.0190
GOV10.66110.058211.35082.42 × 10−250.54650.7756
GOV20.12290.04142.96860.00320.04140.2043
RISK0.00010.00001.32210.18710.00000.0002
Chow test
Before the pandemic (2019)During the pandemic (2020)
Coefficientsp-ValueCoefficientsp-Value
Constant−1.51840.1420−1.37610.2388
DGT1−0.29660.1482−0.10700.6548
DGT20.20190.56610.15640.6769
DGT30.34140.36180.00950.9804
DGT40.01690.04480.01830.0344
GOV10.64120.00000.78300.0000
GOV20.08450.41010.02910.7839
RISK0.00010.60400.00010.5248
Source: Calculated and compiled by the authors.
Table 8. The Chow test for the resulting variable ECON2.
Table 8. The Chow test for the resulting variable ECON2.
CoefficientsValues of the Coefficients
Before the Pandemic (in 2019)During the COVID-19 Pandemic and Crisis (in 2020)
Constant−1.5184−1.3761
DGT1−0.2966−0.1070
DGT20.20190.1564
DGT30.34140.0095
DGT40.01690.0183
GOV10.64120.7830
GOV20.08450.0291
RISK0.00010.0001
Level of significance (α)0.0000000001 (0.00000001%)
F-table at the level of significance α16.4298
At k1 = m = 7; k2 = n − m − 1 = 55 − 7 − 1 = 47
F-observed14.280014.3165
Source: authors.
Table 9. Regression dependence of the government budget deficit on tax evasion.
Table 9. Regression dependence of the government budget deficit on tax evasion.
Regression statistics
Multiple R0.1732
R-square0.0300
Adjusted R-square0.0270
Standard error3.6842
Observations330
ANOVA
dfSSMSFSignificance F
Regression1137.7124137.712410.14570.0016
Residual3284452.114713.5735
Total3294589.8272
CoefficientsStandard errort-Statp-ValueLower 95%Upper 95%
Constant−4.99400.6135−8.14048.3 × 10−15−6.2009−3.7872
GOV20.39870.12523.18520.00160.15240.6449
Chow test
Before the pandemic (2019)During the pandemic (2020)
Coefficientsp-ValueCoefficientsp-Value
Constant−3.40380.0026−8.25180.0000002
GOV20.47590.03420.25980.3483
Source: Calculated and compiled by the authors.
Table 10. The Chow test for the resulting variable GBD.
Table 10. The Chow test for the resulting variable GBD.
CoefficientsValues of the Coefficients
Before the Pandemic (in 2019)During the COVID-19 Pandemic and Crisis (in 2020)
Constant−3.4038−8.2518
GOV20.47590.2598
Level of significance (α)0.01 (1%)
F-table at the level of significance α7.1386
At k1 = m = 1; k2 = n − m − 1 = 55 – 1 − 1 = 53
F-observed4.72600.8955
Source: authors.
Table 11. Regression dependence of the health infrastructure on the totality of the digital management measures of risk management.
Table 11. Regression dependence of the health infrastructure on the totality of the digital management measures of risk management.
Regression statistics
Multiple R0.5609
R-square0.3146
Adjusted R-square0.3062
Standard error1.6555
Observations330
ANOVA
dfSSMSFSignificance F
Regression4408.8924102.223137.29941.134 × 10−25
Residual325890.69832.7406
Total3291299.5907
CoefficientsStandard errort-Statp-ValueLower 95%Upper 95%
Constant−2.06860.7154−2.89160.0041−3.4760−0.6612
DGT10.61970.13544.57586.76 × 10−60.35330.8861
DGT2−0.07850.1882−0.41700.6769−0.44880.2918
DGT30.37230.20471.81890.0699−0.03040.7751
DGT40.02840.00446.50043.01 × 10−100.01980.0369
Chow test
Before the pandemic (2019)During the pandemic (2020)
Coefficientsp-ValueCoefficientsp-Value
Constant−1.59170.3690−2.02320.2983
DGT10.55910.11950.77920.0553
DGT20.35100.5722−0.46990.4683
DGT3−0.13690.83670.51070.4419
DGT40.03840.00640.02900.0386
Source: Calculated and compiled by the authors.
Table 12. The Chow test for the resulting variable GOV2.
Table 12. The Chow test for the resulting variable GOV2.
CoefficientsValues of the Coefficients
Before the Pandemic (in 2019)During the COVID-19 Pandemic and Crisis (in 2020)
Constant−1.5917−2.0232
DGT10.55910.7792
DGT20.3510−0.4699
DGT3−0.13690.5107
DGT40.03840.0290
Level of significance (α)0.0001 (0.01%)
F-table at the level of significance α7.3301
At k1 = m = 1; k2 = n − m − 1 = 55 − 1 − 1 = 53
F-observed5.74745.2092
Source: authors.
Table 13. Coefficients of cross correlation.
Table 13. Coefficients of cross correlation.
CorrelationDGT1DGT2DGT3DGT4GOV1GOV2RISKECON1ECON2GBD
DGT11.000.620.680.250.460.460.120.160.400.19
DGT20.621.000.820.290.380.370.160.220.450.04
DGT30.680.821.000.190.440.390.170.140.450.20
DGT40.250.290.191.000.210.410.190.190.39−0.12
GOV10.460.380.440.211.000.660.000.000.720.24
GOV20.460.370.390.410.661.000.140.080.630.18
RISK0.120.160.170.190.000.141.000.670.12−0.31
ECON10.160.220.140.190.000.080.671.000.16−0.27
ECON2−0.040.050.090.11−0.09−0.03−0.03−0.021.000.16
GBD0.190.040.20−0.120.240.18−0.31−0.270.171.00
Source: authors.
Table 14. Obtained answers to the posed RQs compared with those in the existing literature.
Table 14. Obtained answers to the posed RQs compared with those in the existing literature.
Research Questions (RQs)Answers in the Existing LiteratureNew Answers that Were Received in This Paper
RQ1: What is the level of risks for companies during the COVID-19 crisis (in 2020): higher or lower than the pre-crisis level (2019)?Risks for companies were very high during the COVID-19 crisis
(Moreno Ramírez et al. 2022; Tan et al. 2022; Zhou and Li 2022)
Risks for companies during the COVID-19 crisis increased slightly compared with those at the pre-crisis level
RQ2: Which countries experienced the highest risks for companies during the COVID-19 crisis: developed or developing nations?Companies faced large risks during the COVID-19 crisis in developing countries (Abdullah et al. 2022; Dohale et al. 2023)Companies faced large risks during the COVID-19 crisis in developed countries
RQ3: What are the consequences of risks for companies during the COVID-19 crisis for the economy: increase or reduction in crisis phenomena in the economy?Due to the unpreparedness of companies for the COVID-19 crisis, the risks for them increased the economic decline (Mezghani et al. 2021; Yamen 2021)Due to successful adaptation, the risk management of companies mitigated manifestations of the COVID-19 crisis in the economy
RQ4: How (and with what measures) can we manage risks under the conditions of a crisis of a non-economic nature given the experience of the COVID-19 crisis: measures of state or corporate management?To reduce the risk burden on business during the COVID-19 crisis, there is a need for external (state) management with the help of standard measures of protectionism (Phang et al. 2023; Salami et al. 2022; Velayutham et al. 2021) and special measures of the development of healthcare infrastructure (Abdel Fattah et al. 2022)Companies managed—independently and successfully (internal corporate management)—their risks during the COVID-19 crisis with the help of measures of the digitalisation of businesses
Source: authors.
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Skryl, T.V.; Gerasimova, E.B.; Chutcheva, Y.V.; Golovin, S.V. Risks for Companies during the COVID-19 Crisis: Dataset Modelling and Management through Digitalisation. Risks 2023, 11, 157. https://doi.org/10.3390/risks11090157

AMA Style

Skryl TV, Gerasimova EB, Chutcheva YV, Golovin SV. Risks for Companies during the COVID-19 Crisis: Dataset Modelling and Management through Digitalisation. Risks. 2023; 11(9):157. https://doi.org/10.3390/risks11090157

Chicago/Turabian Style

Skryl, Tatiana V., Elena B. Gerasimova, Yuliya V. Chutcheva, and Sergey V. Golovin. 2023. "Risks for Companies during the COVID-19 Crisis: Dataset Modelling and Management through Digitalisation" Risks 11, no. 9: 157. https://doi.org/10.3390/risks11090157

APA Style

Skryl, T. V., Gerasimova, E. B., Chutcheva, Y. V., & Golovin, S. V. (2023). Risks for Companies during the COVID-19 Crisis: Dataset Modelling and Management through Digitalisation. Risks, 11(9), 157. https://doi.org/10.3390/risks11090157

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