Analysis of Tripartite Evolutionary Game in Marketization of New Energy Electricity Prices Based on Large Language Models | Wuhan University Journal of Natural Sciences

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Table 2

Payoff matrix of three-party game subjects

Strategy combination	Revenue of photovoltaic enterprises( $R_{a}$ )	Revenue of power grid enterprises( $R_{b}$ )	Government revenue( $R_{c}$ )
(Active grid-connection, active cooperation, strong supervision)	$(P_{1} + g + s) (Q_{1} - Q_{0}) + (P_{0} + s) Q_{0} - C_{a}$	$t_{r} Q_{1} - C_{b} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b} - s$
(Active grid-connection, passive cooperation, strong supervision)	$(P_{0} + s) Q_{0} - C_{a}$	$t_{r} Q_{0} - d + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b} - s + d - L_{g}$
(Passive grid-connection, active cooperation, strong supervision)	$(P_{0} + s) Q_{0}$	$t_{r} Q_{0} - C_{b} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b} - s$
(Passive grid-connection, passive cooperation, strong supervision)	$(P_{0} + s) Q_{0}$	$t_{r} Q_{0} - d - L_{b} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b} - s + d - L_{g}$
(Active grid-connection, active cooperation, weak supervision)	$(P_{1} + g) (Q_{1} - Q_{0}) + P_{0} Q_{0} - C_{a}$	$t_{r} Q_{1} - C_{b} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b}$
(Active grid-connection, passive cooperation, weak supervision)	$P_{0} Q_{0} - C_{a}$	$t_{r} Q_{0} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b} - L_{g}$
(Passive grid-connection, active cooperation, weak supervision)	$P_{0} Q_{0}$	$t_{r} Q_{0} - C_{b} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b}$
(Passive grid-connection, passive cooperation, weak supervision)	$P_{0} Q_{0}$	$t_{r} Q_{0} - L_{b} + (P_{1} - P_{0}) Q_{0}$	$t_{0} R_{a} + t_{1} R_{b} - L_{g}$

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