Chapter 44 Non-zero-sum two-person games 来自 百度文库 喜欢 0 阅读量: 48 作者: TES Raghavan 摘要: This chapter is devoted to the study of Nash equilibria, and correlated equilibria in both finite and infinite games. We restrict our discussions to only those properties that are somewhat ...
This chapter discusses the development of a general theory for static and dynamic nonzero-sum finite games under two different types of noncooperative solution concepts those named after J. Nash and H. von Stackelberg. It discusses the bimatrix games, which basically constitute a normal form ...
Definition 2.14We call the number D_0 in (2.9) the intrinsic dimension at zero of the Hörmander semigroup \{P_t\}_{t>0}. Note that it follows from (2.9) that it must be D_0\ge N\ge 2.3 Large time behaviour of the volume function and ultracontractivity...
The proper functioning of any living cell relies on complex networks of gene regulation. These regulatory interactions are not static but respond to change
Namely, a dynamical system is nonuniformly hyperbolic if it admits an invariant measure with nonzero Lyapunov exponents almost everywhere. This provides an efficient tool in verifying the nonuniform hyperbolicity conditions and determines the importance of the nonuniform hyperbolicity theory in ...
Firstly, graphene is a zero-bandgap material, implying that there is no noticeable bandgap in its energy band structure. In photodetectors, materials typically need to have a certain bandgap to achieve controllable photoresponse. Other two-dimensional materials, such as transition metal dichalcogenides ...
Their results showed that the zero-sum game perspective can be used to develop transboundary water policies. Zeng et al.13 applied a cooperative game theory method to solve transboundary water problems between two cities in the Guanting basin of northern China. The results demonstrated that full ...
The log function in KL divergence formula is not well defined if any elements in matrix V or WH is zero. Hence, we do not consider KL divergence formulation in this study. The least squares error approach is a standard bound-constrained optimization problem. Various minimization strategies have...
There are various interesting nonlocal games except for CHSH games. XOR games are the most well studied.31,32,33,34The global task is to XOR of the outcomes of all players. Other games include Kochen-Specker game,4,31non-zero sum games,35,36magic square game,37graph isomorphism game,38...
The well-known quantization schemes for two-player nonzero-sum games are Eisert–Wilkens–Lewenstein scheme and Marinatto–Weber scheme. In this work, we establish the connection between the two schemes from the perspective of quantum circuits. Further, we provide the correspondence between any game...