Berge and Nash Equilibria in a Linear-Quadratic Differential Game

Author:

Zhukovskiy V. I.,Gorbatov A. S.,Kudryavtsev K. N.

Publisher

Pleiades Publishing Ltd

Subject

Control and Systems Engineering,Electrical and Electronic Engineering

Reference29 articles.

1. Vaisman, K. S. Berge Equilibrium in a Differential Game, in Slozhnye dinamicheskie sistemy (Complex Dynamic Systems) (pp. 58–63. Pskov. Ped. Inst., Pskov, 1994).

2. Vaisman, K.S.Berge Equilibrium, in Lineino-kvadratichnye differentsial’nye igry (Linear-Quadratic Differential Games), Zhukovskiy, V.I. and Chikrii, A.A., Eds., Kiev: Naukova Dumka, 1994, pp. 119–143.

3. Vaisman, K.S.The Existence of Guaranteed Berge Equilibrium in a Differential Game, Tezisy dokladov Vesennei Matematicheskoi Shkoly "Pontryaginskie chteniya–VI” (Abstracts of the Spring Mathematical School "Pontryagin’s Readings–VI”), Voronezh, 1995, p. 19.

4. Vaisman, K.S.Berge Equilibrium, Cand. Sci. (Phys.-Math.) Dissertation, St. Petersburg: Sankt-Peterb. Gos. Univ., 1995.

5. Vaisman, K. S. On a Solution to Strictly Convex Noncooperative Game, in Slozhnye upravlyaemye sistemy (Complex Controlled Systems) (pp. 13–15. Ross. Zaochn. Inst. Tekstil. Legk. Promyshl., Moscow, 1996).

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