Table 2 Strategy Combinations and Payoff Matrices of the Participants.

From: Authentic or spurious: an evolutionary game analysis of manufacturing enterprises’ greenwashing behavior under dynamic government regulation

Government

Public

Manufacturing enterprises

Green innovation x

Greenwashing \(1-x\)

Strict regulation y

Participation in supervision z

\((Enterprise)(1+\alpha )\,{R}_{1}-{C}_{1}+P+L\)

\((1-\alpha )\,{R}_{2}-{C}_{2}-Q-M\)

\((Government){R}_{3}-{C}_{4}+F-P\)

\(-{C}_{3}-{C}_{4}+F\)

\(\begin{array}{c}(Public){U}_{1}-{C}_{5}-L+H\end{array}\)

\({U}_{2}-{C}_{5}+M+H\)

Non-participation in supervision \(1-z\)

\((Enterprise)(1+\alpha )\,{R}_{1}-{C}_{1}+P\)

\((1-\alpha )\,{R}_{2}-{C}_{2}-Q\)

\((Government){R}_{3}-{C}_{4}-P\)

\(-{C}_{3}-{C}_{4}\)

\((Public){U}_{1}\)

\({U}_{2}\)

Loose regulation \(1-y\)

Participation in supervision z

\((Enterprise)(1+\alpha )\,{R}_{1}-{C}_{1}+L\)

\((1-\alpha )\,{R}_{2}-{C}_{2}-M\)

\((Government){R}_{3}-G-J\)

\(-{C}_{3}-G\)

\(\begin{array}{c}(Public){U}_{1}-{C}_{5}-L-I\end{array}\)

\({U}_{2}-{C}_{5}+M-I\)

Non-participation in supervision \(1-z\)

\((Enterprise)(1+\alpha )\,{R}_{1}-{C}_{1}\)

\((1-\alpha )\,{R}_{2}-{C}_{2}\)

\((Government)\,{R}_{3}-J\)

\(-{C}_{3}\)

\((Public){U}_{1}\)

\({U}_{2}\)