For a single transmit and receive antenna system, a new constellation design is proposed to combat errors in the phase estimate of the channel coefficient.
The course will cover Zero sum and Nonzero sum games, Extensive Form and Normal Form games, Nash equilibrium, Correlated equailibrium, Refinements, Bayesian games, Repeated Games, Differential Games.
The course will cover Zero sum and Nonzero sum games, Extensive Form and Normal Form games, Nash equilibrium, Correlated equailibrium, Refinements, Bayesian games, Repeated Games, Differential Games.
The course will cover Zero sum and Nonzero sum games, Extensive Form and Normal Form games, Nash equilibrium, Correlated equailibrium, Refinements, Bayesian games, Repeated Games, Differential Games.
My talk will introduce the problem of computing all Nash equilibria of finite normal form games. I will define a subclass of finite normal form games and present:
Most algorithmic problems could be viewed as questions being asked about a natural binary relation and we can classify them into decision, search, uniform generation and counting.
We study the following set membership problem in the bitprobe model: Given a set S from a finite universe U , represent it in memory so that membership queries of the form Is x in S? can be answered with a small number of bitprobes.
(i) We propose and analyze a new scheme for stabilizing the stochastic approximation iterates, viz., an adaptation of step sizes that controls the growth of the iterates without affecting their asymptotic behavior.
