James Lee Hafner
Journal of Number Theory
In this paper, a dynamic theory for the kernel of n-person games given by Billera is studied. In terms of the (bargaining) trajectories associated with a game (i.e. solutions to the differential equations defined by the theory), an equivalence relation is defined. The "consistency" of these equivalence classes is examined. Then, viewing the pre-kernel as the set of equilibrium points of this system of differential equations, some topological, geometric, symmetry and stability properties of the pre-kernel are given. © 1977 Physica-Verlag.
James Lee Hafner
Journal of Number Theory
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Proceedings of SPIE 1989
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