A THEOREM ON PLAYING THE STRICTLY CONVEX-CONCAVE CONTINUOUS ANTAGONISTIC GAME WITH THE SINGLE POSITIVE FIRST PLAYER COEFFICIENT AT ITS PURE STRATEGY IN THE KERNEL

Authors

  • Vadym Vasylyovych ROMANUKE Хмельницкий национальный университет, 29016, Украина, г. Хмельницкий, ул. Институтская, 11

Abstract

There has been proved the theorem on the pure strategies solution of the strictly convex-concave continuous antagonistic game, which kernel has the five nonzero parameters and the arbitrary constant. The solution is of the six different forms.

Author Biography

Vadym Vasylyovych ROMANUKE, Хмельницкий национальный университет, 29016, Украина, г. Хмельницкий, ул. Институтская, 11

кандидат технических наук, доцент кафедры прикладной математики и социальной информатики

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How to Cite

[1]
V. V. ROMANUKE, “A THEOREM ON PLAYING THE STRICTLY CONVEX-CONCAVE CONTINUOUS ANTAGONISTIC GAME WITH THE SINGLE POSITIVE FIRST PLAYER COEFFICIENT AT ITS PURE STRATEGY IN THE KERNEL”, ІТКІ, vol. 20, no. 1, Oct. 2012.

Issue

Vol. 20 No. 1 (2011): Information Technology and Computer Engineering

Section

Mathematical modeling and computational methods

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