| Literature DB >> 36078759 |
Abstract
In the context of China's "double carbon" target, an urgent problem that remains to be solved is how to drive the construction of an enterprise green innovation ecosystem through effective environmental regulations to alleviate the pressure of energy saving and emission reduction. Based on this, we constructed a tripartite evolutionary game model of enterprises, governments and financial institutions, and used the evolutionary game theory and MATLAB simulation to analyze the evolutionary process of the interaction of the subjects of the green technology innovation of enterprises under the dual environmental regulation. The research finds that: (1) Both formal and informal environmental regulations can promote green technology innovation in enterprises, provided that the enforcement is controlled within an appropriate range; (2) Informal environmental regulations are a weaker driver of green technology innovation in firms than formal environmental regulations; (3) Six types of environmental regulation strategies, namely, the "penalty enterprises mechanism", "financial support mechanism", "public supervision mechanism", "punishes financial institutions mechanism", "financial subsidy mechanism" and "carbon tax mechanism", have a decreasing effect on promoting the development of the green technology innovation ecosystem of enterprises; (4) Combining the implementation of a middle-intensity subsidy mechanism, a high-intensity penalty mechanism, a low-intensity public supervision mechanism and a middle-intensity carbon tax mechanism is the optimal strategy combination to encourage collaborative green technology innovation between companies and financial institutions.Entities:
Keywords: evolutionary game; formal environmental regulation; green finance; green technological innovation; informal environmental regulation
Mesh:
Substances:
Year: 2022 PMID: 36078759 PMCID: PMC9518494 DOI: 10.3390/ijerph191711047
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 4.614
Figure 1The mechanism of dual environmental regulation on green technology innovation.
Figure 4Enterprise green innovation ecosystem impact mechanism.
Parameter symbols and meanings.
| Symbols | Measure |
|---|---|
| S | Financial support ceiling |
| α | Financial support execution intensity factor |
| T | Cap on carbon taxation |
| n | Carbon tax implementation intensity factor |
| P | The government’s penalty cap on new energy companies receiving financial support without green technology innovation behavior |
| γ | Government penalty intensity factor for new energy enterprises |
| I | Informal environmental regulation expenditure cap |
| λ | The government communicates the implementation intensity factor to the public |
| J | Financial institutions provide green investment caps to new energy enterprises |
| δ | Green investment intensity factor of financial institutions in enterprises |
| H | Government financial subsidies to financial institutions cap |
| ε | Government financial subsidies intensity factor for financial institutions |
| F | The government’s penalty cap on financial institutions receiving green subsidies but not investing in corporate green innovation behavior |
| m | Government penalty intensity factor for financial institutions |
| R | Basic earnings of new energy enterprises |
| R1 | Increased revenue when enterprises innovate green technologies |
| R2 | New energy enterprises increased revenue when government actively regulates |
| R3 | New energy enterprises increased revenue when financial institutions green invest |
| Cm | Input costs for green technology innovation in new energy enterprises |
| Cn | Government input costs when choosing an active regulation strategy |
| Cy | Costs invested by financial institutions in monitoring enterprises |
| T2 | Losses borne by enterprises whose reputation is damaged when they receive green investments from financial institutions but do not carry out green technology innovation |
| Pn | The perceived benefits to government when enterprises engage in green technology innovation |
| Sn | Perceived loss to government when enterprises do not carry out green technology innovation |
| Py | Basic earnings when financial institutions do not green invest |
| ΔPy | Perceived benefits to financial institutions when companies engage in green technology innovation |
| Sy | Perceived loss to financial institutions when enterprises do not carry out green technology innovation |
| Pg | Perceived benefits to government when financial institutions choose to invest |
| Sg | Government perceived loss when financial institutions do not invest in green |
| x, y, z | Tri-party behavioral strategy options for enterprises, government and financial institutions |
Payoff matrix among the new energy enterprises, government and financial institutions.
| Financial | New Energy Enterprises | Government | |||||
|---|---|---|---|---|---|---|---|
| Active regulation (y) | Negative regulation (1 − y) | ||||||
| Government | Enterprises | Financial | Government Payoff | Enterprises | Financial | ||
| Green | Green | Pg + Pn − αS − λI | αS + λI +δJ | Py + ΔPy − δJ + εH | 0 | δJ + R + R1 + R3 − Cm | Py + ΔPy − δJ − Cy |
| No green | nT + γP + Pg − εH − Sn − Cn | R + δJ −nT | Py + εH − δJ − Sy | 0 | δJ + R − T2 | Py − δJ − Cy − Sy | |
| No green | Green | mF + Pn − αS − λI − Sg − Cn | αS + λI + R + R1 | Py − mF | 0 | R + R1 − Cm | Py |
| No green | nT + γP + mF | R − nT − γP | Py − mF | 0 | R | Py | |
Figure 5Dynamic evolution of new energy enterprise decision-making.
Figure 6Dynamic evolution of government decision-making.
Figure 7Dynamic evolution of financial institutions decision-making.
Eigenvalues of Jacobi matrix.
| Equilibrium Points | λ1 | λ2 | λ3 |
|---|---|---|---|
| E1 = (0, 0, 0) | R1 − Cm | nT + γP + mF − Sn − Sg − Cn | −(δJ + Sy + Cy) |
| E2 = (0, 1, 0) | αS + λI + nT + γP + R2
| Sn+ Sg + Cn − nT − γP − mF | εεH − mF − δJ − Sy |
| E3 = (0, 0, 1) | T2 + R1 + R3 − Cm | nT + γP + Pg − εH | δJ + Sy + Cy |
| E4 = (1, 0, 0) | −(R1 − Cm) | mF + Pn − αS − λI − Sg − Cn | ΔPy − δJ − Cy |
| E5 = (0, 1, 1) | T2 + αS +λI + nT + γP + R1
| εH + Sn + Cn − nT − γP − Pg | mF + δJ + Sy − εH |
| E6 = (1, 1, 0) | Cm − αS − λI − nT− γP | αS + λI + Sg + Cn − mF − Pn | ΔPy + εH − mF − δJ |
| E7 = (1, 0, 1) | Cm − T2 − R1 − R3 | −εH − αS − λI + Pg
| δJ + Cy − ΔPy |
| E8 = (1, 1, 1) | −(T2 + αS +λI + nT + γP + R1
| −(−εH − αS − λI + Pg
| −(ΔPy + εH − mF − δJ) |
| E9 = (x*, y*, z*) | Saddle point | ||
Stability of the replicated power system.
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| E1 = (0, 0, 0) | + | + | − | Instability point | + | − | − | Instability point |
| E2 = (0, 1, 0) | + | − | ± | Saddle point | + | + | ± | Saddle point |
| E3 = (0, 0, 1) | + | ± | + | Saddle point | + | ± | + | Saddle point |
| E4 = (1, 0, 0) | − | ± | + | Saddle point | − | ± | + | Saddle point |
| E5 = (0, 1, 1) | + | ± | ± | Saddle point | + | ± | ± | Saddle point |
| E6 = (1, 1, 0) | − | ± | + | Saddle point | − | ± | + | Saddle point |
| E7 = (1, 0, 1) | − | + | − | Instability point | − | + | − | Instability point |
| E8 = (1, 1, 1) | − | − | − |
| − | − | − |
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| E9 = (x*, y*, z*) | DetJ < 0 ∩ TrJ = 0 | Saddle point | DetJ < 0 ∩ TrJ = 0 | Saddle point | ||||
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| E1 = (0, 0, 0) | − | + | − | Instability point | − | − | − |
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| E2 = (0, 1, 0) | + | − | ± | Saddle point | + | + | ± | Saddle point |
| E3 = (0, 0, 1) | ± | ± | + | Saddle point | ± | ± | + | Saddle point |
| E4 = (1, 0, 0) | + | ± | + | Saddle point | + | ± | + | Saddle point |
| E5 = (0, 1, 1) | + | ± | ± | Saddle point | + | ± | ± | Saddle point |
| E6 = (1, 1, 0) | − | ± | + | Saddle point | − | ± | + | Saddle point |
| E7 = (1, 0, 1) | ± | + | − | Saddle point | ± | + | − | Saddle point |
| E8 = (1, 1, 1) | − | − | − |
| − | − | − |
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| E9 = (x*, y*, z*) | DetJ < 0 ∩ TrJ = 0 | Saddle point | DetJ < 0 ∩ TrJ = 0 | Saddle point | ||||
Figure 8New energy enterprises, government and financial institutions.
Figure 9(a) Triadic evolutionary trajectory under α changes. Evolutionary trajectories of enterprises (b), government (c) and financial institutions (d) under different financial support enforcement intensities.
Figure 10(a) Evolutionary trajectory of the tripartite game under different financial subsidies intensities. Evolutionary trajectories of enterprises (b), government (c) and financial institutions (d) under different financial subsidies intensities.
Figure 11(a) Triadic evolutionary trajectory under γ changes. Evolutionary trajectories of enterprises (b), government (c) and financial institutions (d) under different penalties on enterprises enforcement intensities.
Figure 12(a) Evolutionary trajectory of the tripartite game under different penalty intensities. Evolutionary trajectories of enterprises (b), government (c) and financial institutions (d) under different penalty intensities.
Figure 13(a) Evolutionary trajectory of the tripartite game under n changes. Evolutionary trajectories of enterprises (b), government (c) and financial institutions (d) under different carbon taxes.
Figure 14(a)Triadic evolutionary trajectory under λ changes. Evolutionary trajectories of enterprise (b), government (c) and financial institutions (d) under different informal environmental regulation enforcement intensities.
Figure 15Dual environmental regulation that can promote the optimal implementation of green technology innovation.