1) generalized game
广义博弈
1.
We obtain equilibrium existence theorem of generalized games in L-convex space,where the preference correspondence is L_S-majorized mapping.
在L-凸空间中,证明了定性博弈和广义博弈的均衡存在定理。
2.
some new equilibrium existence theorems for qualitative games and generalized games with infinite set of players and Gθ -majorized preference correspondences are established under nonparacompact setting of G -co.
作为应用,在非仿紧的G-凸空间中建立了具有无限个选手和Gθ-优化选择对应的定性博弈和广义博弈的平衡存在定理。
3.
The aim of the paper is to proof Ky Fan minimax inequilitics, existence theorem maximal elements and equilibria existence theorem for generalized game in L-convex space.
本文的主要目的是证明L-凸空间中Ky Fan极大极小不等式,极大元存在定理及广义博弈均衡存在定理。
2) generalized Nash game
广义Nash均衡博弈
1.
The game among the operators is generalized Nash game for the decision of every operator affects not only the use function but the fea.
竞价博弈中参与者的决策不仅影响其他参与者的效用函数,而且影响其他参与者的可行决策集合,因此他们之间的博弈是广义Nash均衡博弈。
3) general imformationset games
信息集广义博弈
4) Generalized Information Set Game
广义信息集博弈
5) Game semantics
博弈语义
6) game-theoretical semantics
语义博弈
1.
Then different game-theoretical semantics can be construed with respect to different ways.
本文致力于研究其中的一种:语义博弈((Semantical games)。
补充资料：比较博弈法
比较博弈法是通过被调查者在不同的方案组合之间进行选择，调查被调查者的受偿意愿，最后确定环境质量的货币价值。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条