Scientific publications

В.Л. Крепс.

Линейные пространства игр на квадрате с равновесиями в чистых стратегиях

// Математическая Теория Игр и ее Приложения, т. 12, в. 3. 2020. C. 3-18

Victoria L. Kreps. Linear spaces of games on the unit square with pure equilibrium points // Mathematical Game Theory and Applications. Vol 12, No 3. 2020. Pp. 3-18

Keywords: zero-sum games, continuous payoff functions, pure equilibrium
points, linear spaces of games, maximality

The set of all linear spaces of continuous two-person zero-sum games on the unit square with pure equilibrium points is considered. It is shown that the set contains maximal linear spaces of any finite dimension greater than three.

DOI: 10.17076/mgta_2020_3_19

Indexed at RSCI, RSCI (WS)

vol_12_3_03-18_kreps.pdf (127 Kb, total downloads: 65)

Last modified: December 23, 2020