Does Social Inducement Lead to Higher Open Innovation Investment? An Experimental Study

: This study, by conducting a laboratory experiment, investigates whether social inducement can be an external instrument to promote open innovation. The study’s ﬁndings suggest that social inducement, on average, leads subjects to invest more in open innovation projects. In particular, in an asymmetric inducement setting, both induced and non-induced subjects invest more and are more active in open innovation compared to a full inducement setting. Furthermore, economic uncertainty increases the e ﬀ ectiveness of social inducement, suggesting that open innovation is easier to promote in the presence of economic uncertainty. Our ﬁndings may suggest practitioners and policymakers applying public channels to communicate open innovation concepts with the public, which in turn helps the adoption of open innovation.


Introduction
Open innovation is "a distributed innovation process based on purposively managed knowledge flows across organizational boundaries" [1], and enables a faster and more efficient knowledge transfer, sharing, acquisition, and recombination [2][3][4][5]. By opening organizational boundaries, inter-firm cooperation may accelerate flows of knowledge and innovation, and eventually help the individual firms' business success [6,7]. However, potential threats of emerging innovation, in particular, massive digitalization, to sustainability development require our extensive concerns at the social dimension [8,9]. Open innovation has received increasing attention in sustainability studies [10][11][12][13]. For instance, studies on open sustainable innovation (e.g., [14]) have demonstrated that the open innovation paradigm can achieve both innovation and sustainability goals by lowering entering cost to market and conveying sustainability conceptions along value chains. Research on the adoption of open innovation has investigated the intrinsic economic motivation, which reflects individual's desire to perform for its own sake [15], of firms and individuals to collaborate [16][17][18][19][20][21][22][23][24][25][26][27]. However, for many companies, open innovation is still not an easily adoptable innovation paradigm, considering its associated risks in knowledge sharing, information protection, and so forth, as compared to the long-lasting dominating closed innovation paradigm [19,22,28]. For the crowdsourcing instance, only the firms participating in open innovation can extract value from the crowd and may enjoy positive market feedback, although they are incentive by monetary and social rewards [29][30][31]. Hence, increasing potential benefits to compensate for risks presents a natural way for open innovation adoption. However, literature also suggests that informative inducement also can change risk perception [32].
This study moves beyond conventional incentive-risk reasoning investigates whether social inducement may act as an external push for individuals and firms to engage in open innovation indicate that it might reduce transaction cost, for example, in terms of establishing a collaborative contract, if business practitioners would strategically communicate open innovation concepts and successful practices with their business partners and customers in the regular business contacts and activities. Furthermore, policymakers also can communicate open innovation ideas with the public, via newspaper, for example, to activate the sleeping patents and ongoing projects working together, which may fundamentally reduce the fiscal cost to stimulate innovation activities.
The remainder of this paper is structured as follows. Section 2 develops two theoretical models, upon which the experiments are based. Section 3 describes the experimental design and the variation of treatment parameters and details the experimental procedures. Section 4 presents the experimental results and analyses the impacts of social inducement under various decision-making scenarios, and Section 5 concludes the study.

Theoretical Models
We assumed that there are n decision-making individuals in the market. Each decision-maker can invest his/her resources E in two projects: traditional innovation y i and open innovation z i , where y i + z i = E.

Model 1: An Open Innovation Investment without Uncertainty
We began by modeling open innovation based on the public good framework, which is inspired by the ideas of organizations that collaborate in open source projects [59,60]. Beyond the standard public good approach, the proposed model suggests that the spillover benefits of open innovation to conventional innovation represent a core motivation for investing in the former. When firms are exposed to external ideas and resources through open innovation projects, they may also obtain knowledge that proves beneficial for their own technology and product development (for an early investigation of this phenomenon, see, [61]).
For example, the Japanese company Denso Wave, inventor of the Quick Response (QR) Code, has several patents on the QR code but does not enforce its patent rights. The company allows everyone to freely use the QR code within international standards, thus allowing more and more companies to develop technologies based on the QR code. This strategy also helps Denso Wave maintain the competitiveness that derives from the wide adoption of QR codes. Google developed the mobile operating system Android with OS platforms and shared it with other hardware companies. Such an open innovation model allowed Android to become the most popular operating system and attached a large number of customers to Google's products through Android. From the conventional perspective, commercial enterprises that operate in open innovation programs represent an enigma, and the open innovation paradigm should not have become successful (e.g., [62,63]). Therefore, a significant challenge for open innovation is to encourage firms and individuals to share their ideas, innovations, and knowledge across the firm's boundaries, thus becoming a key source of innovation [21] and stimulating cooperation in R&D among firms [4].
We began by addressing a particular situation, where no investment uncertainty. An individual decision-maker decides to assign his/her resources E to different kinds of projects, one of which is open innovation, the so-called public good pool. Every unit z i contributed to the open innovation project by any individual will bring b 0 unit to every agent. The parameter b 0 measures the public good's marginal per capita return (MPCR), which indicates the private return rate from the public good pool, i.e., from the total open innovation investment in this case. At the end of the investment, the open innovation's payoff is (z i + z −i )(1 + b 0 ), where z −i is the amount of open innovation investment from the others.
Aside from the open innovation investment, individual investors can also invest in traditional innovation projects. The rate of return of the traditional innovation investment consists of two parts: one is the benchmark return, denoted by a 0 , and the other is the spillover from the open innovation investment, denoted by a 1 . We assume that spillover effects follow a quadratic function. Hence, we obtain: where c is the maximum reachable a 1 . The relation between a 1 and total open innovation investment z i + z −i is illustrated in Figure 1.
Sustainability 2020, 12, x FOR PEER REVIEW 4 of 16 where c is the maximum reachable a 1 . The relation between a 1 and total open innovation investment z i + z −i is illustrated in Figure 1. Thus, the payoff function that individual firms maximize, subject to the constraint of total initial capital E, reads: The optimal open innovation investment level * reads as follows: Furthermore, if we assume symmetry, that is, z i = z and z −i = (n − 1)z, everyone invests the same amount in the open innovation project. Hence, we obtain: This is the symmetric Nash equilibrium solution. In addition, if we assume that all group resources are collectively distributed, we obtain a socially optimal solution. The total investment return level for all investors is determined by the following profit maximization equation: where Π = nΠ i and Y + Z ≤ nE. Then, we obtain the socially efficient open innovation investment level, as follows: Please note that if n * < Z # , the market experiences under-investment, which means that rational individual investors will invest less than the socially efficient level. This condition is fulfilled by the Thus, the payoff function that individual firms maximize, subject to the constraint of total initial capital E, reads: The optimal open innovation investment level z * i reads as follows: Furthermore, if we assume symmetry, that is, z i = z and z −i = (n − 1)z, everyone invests the same amount in the open innovation project. Hence, we obtain: This is the symmetric Nash equilibrium solution. In addition, if we assume that all group resources are collectively distributed, we obtain a socially optimal solution. The total investment return level for all investors is determined by the following profit maximization equation: where Π = nΠ i and Y + Z ≤ nE. Then, we obtain the socially efficient open innovation investment level, as follows: Please note that if nz * < Z # , the market experiences under-investment, which means that rational individual investors will invest less than the socially efficient level. This condition is fulfilled by the parameter specification in the proposed experiment (The detailed theoretical solution of Model 1 is provided in Supplementary Materials A).

Model 2: An Open Innovation Investment with Uncertainty
Investment is risky. Investors have to deal with the possibilities of an economic boom or a recession. In this setting, we assigned a 50% probability to both events. The expected rate of return is, therefore, the average level under both conditions: when the economic state is good, we observe a 0 = a + 0 and b 0 = b + 0 ; the profit function reads: when the economy is under recession or the economic state is bad, we observe a 0 = a − 0 and b 0 = b − 0 ; the profit function reads: where the optimal open innovation investment level determines the optimal profit level, which is the same as in Model 1 if we assume risk neutrality. The socially efficient solution is also the same as in Model 1.

Parameters
In the experiment, we set specific values for the parameters of interest. We assumed , and E = 1000. Then, we obtained the numerical solutions of the Nash equilibrium and the efficient outcomes for each model, as summarized in Table 1.

Experimental Design
The proposed experiment aims at investigating the influence of different levels of social inducement on open innovation investment decisions under different levels of uncertainty. We frame the experiment as an individual's investment decision in the context of running a small company. This company, together with the other three companies, organizes an R&D alliance. In line with the models described in Section 2, every subject decides how much of the given endowment (1000 experimental tokens) to allocate between traditional innovation and open innovation, which is beneficial to everybody in the alliance. The individual payoff consists of two payoff types. The first part of the payoff is derived from traditional investment and corresponds to the amount invested in traditional investment multiplied by the rate of return on traditional innovation. We assumed a spillover effect of open innovation on traditional innovation, which means that the rate of return of traditional innovation depends (positively) on the total level of open innovation within the R&D alliance. The second part of the payoff is derived from open innovation investment and corresponds to the amount of open innovation investment in the whole group multiplied by the rate of return of the open innovation. Compared to Model 1, in Model 2, we allowed uncertainty, which makes the experiment more realistic and increases its external validity.

Subject Pool and Recruitment Process
We recruited students from the University of Nankai and Tianjin University in China, one student (assistant) from each university. With the help of the two assistants, we distributed flyers in canteens on the two campuses. Students could then register by email or telephone and provide their necessary demographic and educational information and their available time slots. Registered subjects were invited three or four days before a particular session via telephone calls or SMS, and they confirmed their availability. Those subjects received a reminder message in the evening before the experimental sessions.
We recruited 192 subjects from the University of Nankai and Tianjin University and divided them into 48 groups (i.e., four subjects per group). We conducted a computer-based experiment using Z-tree [64] in March and April 2015. All of the experimental sessions were conducted at the Smith Lab for Experimental Studies at the University of Nankai. Each subject only participated in one treatment session.

Social Inducement
The experiment is as follows. A video is used as a means of social inducement. The video is approximately six minutes long and conveys the following primary information (The original video is in Chinese. An English version video transcript is provided in Supplementary Materials B). It tells that traditional innovation with property rights protection is dominant and has been essential for achieving technological progress, but open innovation is an alternative and better business model for exploring innovation. To avoid that some experimental subjects are partially induced by the experimenters, the video reminds participants that free-riders may exist when one decides to contribute resources to open innovation. Since, in a real decision-making situation, people take much longer to understand open innovation.
The understanding and perception of open innovation may depend on the social inducement level available to the decision-makers. We aim to test whether watching a video about open innovation influences the level of investment in open innovation. For this purpose, we introduced three levels of social inducement to examine the potential differences: 1. The No-Video setting, in which subjects make investment decisions without any other information except standard instructions.
2. The Video settings, in which all the subjects watch the video before they turn to the game stage.
3. The Half-Video setting, in which only half the subjects in each group (i.e., two out of four) watch the video before the decision stage. This setting reflects the fact that social inducement in the real-world cannot reach everybody.
Combining two investment uncertainty levels and three different social inducement levels, we obtained a 2 × 3 design and a total of six treatments, as summarized in Table 2.

Experimental Procedures
All treatments include the same sequence of events, split into six subsequent steps, as shown in Figure 2 (The experimental instructions are provided in Supplementary Materials C). Participants first read the instructions and have the opportunity to pose clarifying questions (Step 1). To ensure that every subject understands the instructions and the general experimental process, participants were asked to answer four control questions (Step 2). Then, the subjects, including those in the Video setting and Half-Video setting, watched the video (Step 3). Please note that in the Half Video setting, subjects who watch the video were told in the introduction that only two subjects in the group of four will watch a video, while those who did not watch the video have no information about it. To prevent the non-watchers from occasionally seeing the video and being aware that some subjects are watching a video, curtains were pulled over each cabin during the whole experiment, and headsets were used for the video play. However, it is possible that some infer that other subjects receive extra information because they are requested to wait. Another point worth mentioning is that we only provided headsets to those cabins where the headsets were used for the video; hence, some may notice this difference among cabins and infer that they may be provided with different information. The decision stage is the core of the experiment (Step 4) and involves different treatment types, as summarized in Figure 2.

Experimental Procedures
All treatments include the same sequence of events, split into six subsequent steps, as shown in Figure 2 (The experimental instructions are provided in Supplementary Materials C). Participants first read the instructions and have the opportunity to pose clarifying questions (Step 1). To ensure that every subject understands the instructions and the general experimental process, participants were asked to answer four control questions (Step 2). Then, the subjects, including those in the Video setting and Half-Video setting, watched the video (Step 3). Please note that in the Half Video setting, subjects who watch the video were told in the introduction that only two subjects in the group of four will watch a video, while those who did not watch the video have no information about it. To prevent the non-watchers from occasionally seeing the video and being aware that some subjects are watching a video, curtains were pulled over each cabin during the whole experiment, and headsets were used for the video play. However, it is possible that some infer that other subjects receive extra information because they are requested to wait. Another point worth mentioning is that we only provided headsets to those cabins where the headsets were used for the video; hence, some may notice this difference among cabins and infer that they may be provided with different information. The decision stage is the core of the experiment (Step 4) and involves different treatment types, as summarized in Figure 2. the open innovation project, the payoff that he/she obtains from the traditional innovation project, and his/her total payoff. The calculator is allowed to be used in each round. When the subject decides the amount of investment in the open innovation project, he/she inputs a number in the decision textbox on the right-hand side of the screen and then clicks OK. Subjects repeatedly make independent investment decisions in each round, for a total of ten rounds. After each round, all subjects are informed about the investment and payoffs of individuals and groups.
The investment decision part is followed by a questionnaire comprising of socio-economic questions (Step 5), such as participants' gender, age, number of siblings, net monthly income, final school grade (National College Entrance Examination, NCEE; in Chinese pinyin, Gaokao), number of semesters attended, and field of studies. All subjects were also asked to report their risk attitude (0 -10) and their ex-post attitude towards open innovation (0-10). We also asked them to indicate the primary criterion informing their investment decision, among a) payoff maximization, b) last round from the open innovation project, the payoff that he/she obtains from the traditional innovation project, and his/her total payoff. The calculator is allowed to be used in each round. When the subject decides the amount of investment in the open innovation project, he/she inputs a number in the decision textbox on the right-hand side of the screen and then clicks OK. Subjects repeatedly make independent investment decisions in each round, for a total of ten rounds. After each round, all subjects are informed about the investment and payoffs of individuals and groups.
The investment decision part is followed by a questionnaire comprising of socio-economic questions (Step 5), such as participants' gender, age, number of siblings, net monthly income, final school grade (National College Entrance Examination, NCEE; in Chinese pinyin, Gaokao), number of semesters attended, and field of studies. All subjects were also asked to report their risk attitude (0-10) and their ex-post attitude towards open innovation (0-10). We also asked them to indicate the primary criterion informing their investment decision, among a) payoff maximization, b) last round group average, c) random choice, and d) other. The total subject pool was summarized with respect to these variables in Table S1 and separately summarized with respect to different models in Table S2 (Model 1) and Table S3 (Model 2) in Supplementary Materials E.
At the end of the experimental session, subjects were privately paid (Step 6) with an exchange rate of 500 units of laboratory tokens to 1 RMB (approximately USD 0.161, at that time). The final payoff consisted of the payoffs in all ten rounds. The experiment lasted approximately 60 minutes, and the average payoff was 53.6 RMB (approximately 8.6 USD), ranging between a minimum of 28.4 RMB and a maximum of 84.0 RMB. The expected payoffs were real average hourly wages that intended to reflect opportunity costs. To ensure a functioning incentive structure, we did not pay a lump-sum amount/show-up fee. Payoffs only depended on individual investment decisions, other group members' investment decisions, and the economic situation (economic boom or recession). Figure 3 presents the summary results of the average contribution to open innovation investment at different levels of investment uncertainty across the three social inducement scenarios. At a general level, we observed a moderate contribution and end-round effects in both models, which is consistent with experiments based on a public good game [65,66]. Furthermore, the average contribution ranges between the Nash equilibrium (134) and the efficient investment level (530.15). This range fits the theoretical prediction. Figure 3a reports that, in the absence of uncertainty, subjects who are not induced contribute less than those in the inducement treatments. However, the average contribution in the Half-Video setting is substantially higher than that in the other two inducement levels in the presence of economic uncertainty, as shown in Figure 3b. This result seems to support the argument for promoting structural reforms under economic uncertainty (see, e.g., [67,68] At the end of the experimental session, subjects were privately paid (Step 6) with an exchange rate of 500 units of laboratory tokens to 1 RMB (approximately USD 0.161, at that time). The final payoff consisted of the payoffs in all ten rounds. The experiment lasted approximately 60 minutes, and the average payoff was 53.6 RMB (approximately 8.6 USD), ranging between a minimum of 28.4 RMB and a maximum of 84.0 RMB. The expected payoffs were real average hourly wages that intended to reflect opportunity costs. To ensure a functioning incentive structure, we did not pay a lump-sum amount/show-up fee. Payoffs only depended on individual investment decisions, other group members' investment decisions, and the economic situation (economic boom or recession). At a general level, we observed a moderate contribution and end-round effects in both models, which is consistent with experiments based on a public good game [65,66]. Furthermore, the average contribution ranges between the Nash equilibrium (134) and the efficient investment level (530.15). This range fits the theoretical prediction. Figure 3a reports that, in the absence of uncertainty, subjects who are not induced contribute less than those in the inducement treatments. However, the average contribution in the Half-Video setting is substantially higher than that in the other two inducement levels in the presence of economic uncertainty, as shown in Figure 3b. This result seems to support the argument for promoting structural reforms under economic uncertainty (see, e.g., [67,68]).

Non-Parametric Tests and Regression Analysis
To identify the impact of social inducement on open innovation contribution, we applied the two-sample Wilcoxon rank-sum test (z-statistic). First, we only looked at the first round. Since in the first round, other group members' decisions did not influence individual decisions, there were more independent observations, which ruled out the existence of learning effects in the experiments. We compared the No-Video setting with the Video and Half-Video settings, respectively, in both model scenarios, and we did not find a significant difference, which implies that, in the first round, social inducement had no significant influence on open innovation contribution in any level of inducement

Non-Parametric Tests and Regression Analysis
To identify the impact of social inducement on open innovation contribution, we applied the two-sample Wilcoxon rank-sum test (z-statistic). First, we only looked at the first round. Since in the first round, other group members' decisions did not influence individual decisions, there were more independent observations, which ruled out the existence of learning effects in the experiments. We compared the No-Video setting with the Video and Half-Video settings, respectively, in both model scenarios, and we did not find a significant difference, which implies that, in the first round, social inducement had no significant influence on open innovation contribution in any level of inducement (Video or Half-Video) and model scenarios (certainty or uncertainty). We then extended the analysis to all ten rounds and found that social inducement only generated a statistically significant difference (112.6) between the No-Video and Half-Video treatments when economic uncertainty was present, and no significant difference was observed in other scenarios. Interestingly, there were also no significant differences between the complete four 'non-induced' and 'induced' subjects, that is, between treatments '1' and '2', in both models. The results are reported in Table 3.  The only significant difference that the Half-Video inducement created in Model 2 implies that social inducement worked better under economic uncertainty in the open innovation context, in line with the existing literature [69]. Moreover, the only significant difference in Model 2 was observed between the Half-Video and No-Video settings, not between the Video and No-Video settings, which raises the question of why asymmetric social inducement in the Half-Video setting generates better performance than full social inducement. However, based on the results reported in Table 3, we could not identify which factor, economic uncertainty or social inducement, leads the subjects to invest more in open innovation projects. If social inducement helps raise investment to open innovation, then, all induced subjects in both the Video and Half-Video settings should behave similarly. However, the results did not reveal such a similarity. Furthermore, why full social inducement does not generate a significant difference? We may suggest that homogenous information among group members reduced the contribution level, as other experiments also find that homogenous groups contribute less than heterogeneous groups [70]. Hence, we further investigated the role of economic uncertainty for the subjects in the Half-Video setting.
To control for additional influences, a regression analysis was conducted (Table 4) besides the standard non-parametric tests. The estimation results demonstrate that, in the presence of economic uncertainty, the Half-Video setting generates more open innovation than the No-Video setting, which is consistent with the non-parametric test results. In both models, risk preference is correlated with the contribution level, which is consistent with the literature [71]. Other factors, such as gender, age, the number of sisters and brothers, net monthly income, and education, including NCEE (Gaokao) grade and semesters attended, do not show any coherent and systematically significant effect.

The Behavior of the Watchers
It has been shown that, on average, in the presence of economic uncertainty, the subjects in the Half-Video treatment invest more in open innovation than those in the No-Video treatment. However, this effect is not observed in the absence of uncertainty. We, therefore, concentrated on the significance of economic uncertainty for the decision-making of various subjects and identify what types of subjects contribute to this significantly high average.
To distinguish induced subjects in the Half-Video treatment, we termed the two subjects who watched the video as 'watchers' and the two who did not watch the video as 'non-watchers'. Moreover, we also addressed whether the watchers or the non-watchers were more influenced by social inducement and whether they invested more than the non-induced subjects in the No-Video treatment. Figure 4 shows the comparison of open innovation investment between non-induced subjects in the No-Video treatment and the watchers and the non-watchers in the Half-Video treatment. Both the watchers and the non-watchers contributed more to open innovation than the non-induced subjects did.
Sustainability 2020, 12, x FOR PEER REVIEW 11 of 16 Moreover, we also addressed whether the watchers or the non-watchers were more influenced by social inducement and whether they invested more than the non-induced subjects in the No-Video treatment. Figure 4 shows  The results reported in Table 5 show that the watchers invested more significantly in open innovation (120.5 and 145.8, respectively) compared with the non-induced subjects in the No-Video treatment, regardless of the economic certainty level. This result reflects the significant influence of social inducement on open innovation participation.   The results reported in Table 5 show that the watchers invested more significantly in open innovation (120.5 and 145.8, respectively) compared with the non-induced subjects in the No-Video treatment, regardless of the economic certainty level. This result reflects the significant influence of social inducement on open innovation participation. Furthermore, by comparing the watchers in the Half-Video setting with the subjects in the Video setting, we found that in the model with uncertainty, the socially induced subjects (i.e., the watchers) who had non-induced group partners contributed significantly more (125.6) than the four watchers in the Video treatment, while this difference was equal to 41.9 but insignificant in the absence of economic uncertainty. This comparison shows that social inducement was more effective when non-induced partners were present in the group, which might explain why a significant treatment effect was observed in the Half-Video setting, in contrast with the Video setting, in the presence of uncertainty. This finding suggests that, given the existence of non-induced partners (non-watchers), economic uncertainty makes the socially induced subjects (watchers) more motivated to 'lead' and convey information to the non-induced subjects, and they committed to high-level open innovation as a signal. We confirmed the significance of asymmetric inducement within the group by comparing the non-induced subjects in different settings.

The Behavior of The Non-Watchers
We also investigated how the non-watchers behave in the Half-Video setting compared to the non-induced subjects in the No-Video setting. As Table 6 reveals, the non-watchers in the Half-Video treatment behaved similarly to the subjects in the No-video treatment in both models. The results from the last five rounds show that non-watchers contributed more than the subjects in the No-Video treatment when they face economic uncertainty (Such a difference is significant even in the last nine rounds. This difference is also significant in the regression analysis. See Table S4 in Supplementary Materials F). However, we did not observe this effect in the absence of uncertainty. This result supports our previous conclusions regarding the interactions between watchers and non-watchers when the economy is under uncertainty.

Conclusions
We investigated the adoption of open innovation by addressing different investment uncertainty levels and spillover effects to conventional innovation and examined how social inducement impacts open innovation investment levels through laboratory experiments. The study's results revealed that the spillover effects represent a critical driving force for investors to share their ideas and resources; otherwise, contribution to open innovation would be risky due to the existence of free-riders. However, within a closed innovation context, a natural task for promoting the open innovation business paradigm should be spreading the perception, benefits, and risk of open innovation to the public and the business world. We proposed social inducement as a means to achieve this goal and examined the effectiveness of social inducement using an experimental approach, which contributed a unique external perspective to the open innovation literature, which usually focuses on the intrinsic economic motivations of individual people and business.
The experiment set three levels of social inducement under two different levels of investment uncertainty. We found that social inducement may be functional in leading subjects to invest more in open innovation projects, on average. The advantages of being open may not be a determining factor for businesses and individuals; however, open innovation can be a strategical approach to deal with economic uncertainty. Hence, the timing of social inducement is essential if inducement is applied.
Furthermore, the study's results demonstrated that two elements are crucial for establishing open innovation through social inducement. First, the existence of non-induced subjects made social inducement more effective. The asymmetric inducement setting induced agents to convey the value of open innovation to the non-induced ones. Hence, the media and public authorities should identify the critical group to promote the open innovation model. Compared with large-scale mass-oriented social inducements, targeting a particular group is not only cost-efficient but may also be more productive given the reaction of the non-targeted group. Second, economic uncertainty increased the effectiveness of social inducement. Hence, we suggest that in periods of high economic uncertainty, open innovation and related projects are easier to promote. Our findings may suggest practitioners and policymakers applying public channels to communicate open innovation concepts with the public, which in turn helps the adoption of open innovation.
This research suffered some limitations. We investigated the effects of social inducement on open innovation investment levels and confirmed its feasibility under certain conditions, but knew little about the causality. The findings and limitations open further research directions. We conclude the functionality and should identify the functioning mechanism of social inducement, and how the induced subject's perception of open innovation changes under social inducement. Besides, although we confirmed its function, formalizing social inducement in a business context is still a distant prospect.