The Use of Economic Indicators as Early Signals of Stock Market Progress: Perspectives from Market Potential Index
Abstract
:1. Introduction
2. The Empiricism of Market Potential Index
3. Hypotheses, Variables, Data, and Methods of Estimation
3.1. Research Hypotheses
3.2. Dependent Variables
- The percentage of market capitalization to GDP (MCGDP%).
- The natural logarithms of market capitalization (LnMC) of listed domestic companies (current USD).
- The natural logarithm of total listed domestic companies (LnNum).
3.3. Independent Variables
3.4. Data
4. Results and Discussion
4.1. Cointegration Regression
4.2. Market Size and Indicators of Stock Market Progress
4.3. Market Intensity and Indicators of Stock Market Progress
4.4. Market Consumption Capacity and Indicators of Stock Market Progress
4.5. Commercial Infrastructure and Measures of Stock Market Progress
4.6. Economic Freedom and Measures of Stock Market Progress
4.7. Market Receptivity and Measures of Stock Market Progress
4.8. Country Risk and Measures of Stock Market Progress
5. How Can Aggregate Economic Potential Help Stock Markets Progress?
5.1. Estimates of the Discrimination Analysis
5.2. Results and Discussion of Discriminant Estimates: Z-Score Model
5.3. The Relative Contribution of Market Potential Indicators to Stock Market Progress
5.4. The Prediction Power of Groupings (Low–High Stock Market Progress)
6. Limitations and Conclusions
6.1. Limitations
6.2. Conclusions
6.3. Future Research
Author Contributions
Funding
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
Appendix A
Stock Market Progress Indicators | Levene’s Test for Equality of Variances | Mann–Whtiney Test for Equality of Medians |
---|---|---|
The percentage of market capitalization to GDP (MCGDP%). | (F = 15.723); p-value = 0.00) | Mann–Whitney U (Z = −4.226); p-Value = 0.00 |
The natural logarithms of market capitalization (LnMC) of listed domestic companies (current USD). | (F = 13.448); p-value = 0.00) | Mann–Whitney U (Z = −4.721); p-Value = 0.00 |
The natural logarithm of total listed domestic companies (LnNum). | (F = 12.449); p-value = 0.00) | Mann–Whitney U (Z = −2.963); p-Value = 0.004 |
Dimension | Definitions | Indicators and Weights |
---|---|---|
Market Size | The Global EDGE weighs market size as the most important of the indicators. This indicator uses proxies such as urban population numbers and the amount of electricity consumed. | 25/100
|
Market Intensity | Market intensity is figured by blending two statistics. First, an analyst must divide the gross national income by the population figures. Second, the statistician needs to calculate how much of the gross domestic product is being consumed in the private sector. | 15/100
|
Market Growth Rate | The market growth rate is based on a historical five-year average, along with a one-year current statistic. Growing markets will show increasing demand for products. | 12.5/100
|
Market Consumption Capacity | Analysis of the national income and consumption is necessary to ascertain the market consumption capacity. Determining the market share of the middle-class factors into the overall market. | 12.5/100
|
Commercial Infrastructure | This statistic is calculated by examining the saturation and availability of common technology and communication devices. Ratios are based on the number of TVs, telephone lines, personal computers, cell phones, internet users, paved road density and percentage of people per retail outlet. | 10/100
|
Market Receptivity | Some high-consuming countries rely heavily on imports, while others are able to produce the majority of products within the national borders. Reviewing the amount of imports in relation to the gross domestic product might reveal how willing the country is to try new foreign products. | 10/100
|
Economic Freedom | Economic freedom relates to the degree of citizens’ autonomy. Included in this weighted ratio is the degree of political freedom the residents enjoy. | 7.5/100
|
Country Risk | Euromoney magazine calculates investment risk factors for many countries around the world. Local conditions may simultaneously create a low-risk opportunity in one country while producing a dangerous market in another. | 7.5/100
|
1 | Argentina | 28 | Japan |
2 | Australia | 29 | Malaysia |
3 | Austria | 30 | Mexico |
4 | Bahrain | 31 | Morocco |
5 | Bangladesh | 32 | Netherlands |
6 | Belgium | 33 | New Zealand |
7 | Brazil | 34 | Nigeria |
8 | Bulgaria | 35 | Norway |
9 | Canada | 36 | Oman |
10 | Chile | 37 | Pakistan |
11 | China | 38 | Peru |
12 | Colombia | 39 | Philippines |
13 | Costa Rica | 40 | Poland |
14 | Croatia | 41 | Portugal |
15 | Cyprus | 42 | Qatar |
16 | Czech Republic | 43 | Russia |
17 | Egypt | 44 | Saudi Arabia |
18 | France | 45 | Singapore |
19 | Germany | 46 | Slovenia |
20 | Greece | 47 | South Africa |
21 | Hong Kong | 48 | Spain |
22 | Hungary | 49 | Sri Lanka |
23 | India | 50 | Switzerland |
24 | Indonesia | 51 | Thailand |
25 | Ireland | 52 | Turkey |
26 | Israel | 53 | Ukraine |
27 | Italy | 54 | United Arab Emirates |
1 | Standardized Canonical Discriminant Function Coefficients. |
2 | The variance in a set of variables explained by a factor or component and denoted by lambda. An eigenvalue is the sum of squared values in the column of a factor matrix, or where is the factor loading for variable i on factor k, and m is the number of variables. |
3 | Percent of grouped cases correctly classified: 83%. |
4 | Percent of grouped cases correctly classified: 76.7%. |
5 | Percent of grouped cases correctly classified: 73.9%. |
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Stock Market Progress Indicators | (Chi-Square, df) |
---|---|
The percentage of market capitalization to GDP (MCGDP%). | (11.892, 1); p-Value = 0.0000 |
The natural logarithms of market capitalization (LnMC) of listed domestic companies (current USD). | (12.631, 1); p-Value = 0.0000 |
The natural logarithm of total listed domestic companies (LnNum). | (5.004, 1); p-Value = 0.0091 |
Independent Variables | Coefficients | ||
---|---|---|---|
MCGDP% | LnMC | LnNum | |
Constant | −0.841 (−9.872) *** | −0.6232 (−7.829) *** | −0.5778 (−10.493) *** |
Market Size | −0.5771 (−4.602) *** | −0.7011 (−5.6620) *** | −0.8942 (−0.7840) |
Market Growth Rate | −0.0520 (−1.027) | −0.1823 (−1.233) | 0.0334 (1.085) |
Market Intensity | −0.8727 (−2.8901) ** | −1.9832 (−2.7218) ** | 0.0877 (0.5230) |
Market Consumption Capacity | −0.1128 (−1.0091) | −0.2971 (−3.233) *** | −1.203 (−3.884) *** |
Commercial Infrastructure | 0.9812 (1.0081) | 0.4671 (5.107) *** | 0.1144 (3.8849) *** |
Economic Freedom | 0.0578 (0.6641) | 0.1334 (2.782) ** | −0.3971 (−2.5114) ** |
Market Receptivity | −0.3491 (−4.1136) *** | −0.2783 (−2.879) ** | −0.1273 (−2.675) ** |
Country Risk | 0.2557 (3.1182) *** | 0.5639 (5.1166) *** | 0.1863 (2.8734) ** |
Country Effect (Dummy, Respective country = 1, otherwise = 0) | Yes | Yes | Yes |
0.8566 | 0.8583 | 0.9611 | |
N | 460 | 460 | 460 |
S.E. of regression | 0.4293 | 0.4140 | 0.247 |
Durbin–Watson stat | 1.7261 | 1.5482 | 1.5338 |
Long-run variance | 0.1346 | 0.1783 | 0.0962 |
Components of the Z Models | Equation Coefficients1 | ||
---|---|---|---|
Low–High MCGDP% | Low–High LnMC | Low–High LnNum | |
Constant | −1.872 | −2.893 | −2.764 |
Market Size | --- | 4.118 | 2.764 |
Market Growth Rate | 0.8921 | 1.0762 | 11.143 |
Market Intensity | −2.346 | --- | --- |
Market Consumption Capacity | --- | 2.107 | --- |
Commercial Infrastructure | −3.321 | −1.447 | −2.437 |
Economic Freedom | 1.558 | --- | 1.6721 |
Market Receptivity | 4.172 | 3.782 | 3.764 |
Country Risk | 2.973 | 3.440 | 2.872 |
Eigenvalue2 | 0.977 | 0.792 | 0.663 |
% of Variance | 100% | 100% | 100% |
Canonical Correlation | 0.861 | 0.771 | 0.713 |
Wilks-Lambda | 0.782 | 0.641 | 0.783 |
104.87 *** | 99.112 *** | 86.631 *** | |
N | 92 | 92 | 92 |
Prior Probability | Low (1st Quartile) | High (4th Quartile) | Cut-Off Point |
---|---|---|---|
MCGDP% | 0.5 | 0.5 | 0 |
LnMC | 0.5 | 0.5 | 0 |
LnNum | 0.5 | 0.5 | 0 |
Market Potential Indicators | Relative Contribution (%) * | ||
---|---|---|---|
MCGDP% | LnMC | LnNum | |
Market Size | 0% | 38.61% | 3.38% |
Market Growth Rate | 1.996% | 2.870% | 64.21% |
Market Intensity | 15.48% | 0% | 0% |
Market Consumption Capacity | 0% | 1.944% | 0% |
Commercial Infrastructure | 21.47% | 10.35% | 3.27% |
Economic Freedom | 14.89% | 0% | 3.27% |
Market Receptivity | 23.49% | 14.79% | 0.23% |
Country Risk | 22.67% | 31.44% | 25.63% |
Total Contributions | 100% | 100% | 100% |
Predicted Group Membership (No. of Cases = 92) | ||||
---|---|---|---|---|
Measures of Stock Market Progress | Actual Group Membership | Low | High | Total Percentage of Membership |
Percentage of Market Capitalization to GDP (MCGDP%)3 | Low | 76 | 16 | |
High | 82.61% | 17.39% | 100% | |
Natural log of Market Capitalization (LnMC)4 | Low | 15 | 77 | |
High | 16.30% | 83.70% | 100% | |
Natural Log of Number of listed firms in national stock market (LnNum)5 | Low | 83 | 9 | |
High | 90.22% | 9.78% | 100% |
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Eldomiaty, T.; Azzam, I.; Fouad, M.; Said, Y. The Use of Economic Indicators as Early Signals of Stock Market Progress: Perspectives from Market Potential Index. Int. J. Financial Stud. 2024, 12, 21. https://doi.org/10.3390/ijfs12010021
Eldomiaty T, Azzam I, Fouad M, Said Y. The Use of Economic Indicators as Early Signals of Stock Market Progress: Perspectives from Market Potential Index. International Journal of Financial Studies. 2024; 12(1):21. https://doi.org/10.3390/ijfs12010021
Chicago/Turabian StyleEldomiaty, Tarek, Islam Azzam, Mostafa Fouad, and Yasmeen Said. 2024. "The Use of Economic Indicators as Early Signals of Stock Market Progress: Perspectives from Market Potential Index" International Journal of Financial Studies 12, no. 1: 21. https://doi.org/10.3390/ijfs12010021
APA StyleEldomiaty, T., Azzam, I., Fouad, M., & Said, Y. (2024). The Use of Economic Indicators as Early Signals of Stock Market Progress: Perspectives from Market Potential Index. International Journal of Financial Studies, 12(1), 21. https://doi.org/10.3390/ijfs12010021