Received 21.12.2010,
Revised 24.02.2011,
Accepted 01.04.2011
A theorem on playing the strictly convex-concave continuous antagonistic game with the single positive first player coeficient at its pure strategy in the kernel
Vadym RomanukA theorem is proved regarding the solution in pure strategies of playing a strictly convex-concave continuous antagonistic game whose kernel has five nonzero parameters and an arbitrary constant. The solution consists of six different forms
Romanuk, V.
(2011).
A theorem on playing the strictly convex-concave continuous antagonistic game with the single positive first player coeficient at its pure strategy in the kernel.
Information Technologies and Computer Engineering,
8(1),
30-43.
References
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