Some Notes on Computation of Games Solutions
This paper presents some dynamical systems whose steady state solutions yield solutions to a discrete game matrix. First a few systems of differential equations for the case of a symmetric game, then some more or less related systems of difference equations for digital computation are considered. Finally, a representation of the linear programming problem as a symmetric game is given. This representation serves also to represent asymmetric games in symmetric form.
7 pages matching convergence in this book
Results 1-3 of 7
What people are saying - Write a review
We haven't found any reviews in the usual places.
AlpO approximate assume asymptotic distribution beam betting Bohnenblust calculated characteristic root CM CM CM column components Compton scattering computed consider continuous function convergence corresponding cross section defined deflection derived determined eigenvalue electron ellipse enthalpy entropy essential singularities exist Figure follows force constants frequencies GAMMA RAY ENERGY gamma rays gaseous Gaussian given increasing integral internuclear distance interval matrix mean free path method mixed strategy mode shape monotone non—negative obtained P K(x pair production photon Phys player Polyatomic Molecules population positive probability problem properties pure strategies quantities radiation Richard Bellman roentgens sample SANTA MONICA satisfied significance level singly scattered Solution of Equation standard normal symmetric symmetric game Table theorem theory thermodynamic TOTAL ABSORPTION COEFFICIENT transformation transmitted energy intensity transtability values vapor vector velocity vhere vibrational x(am y(pn zero