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Functional variational principles and coercivity over normed spaces
Abstract:Using Karlin’s 4] weak game values, a ‘weakly determined’ game is introduced. Conditions for weak determinateness of games and for strict determinateness of weakly determined games are presented. Finally, generalizations of some well-known minimax theorems are derived from these results.
Keywords:metric space  proper bounded below lsc function  variational principle  quasi-order  maximal element  pseudometric  quasi-normal and concave topord function  slope  coercivity  Palais–Smale condition
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