Two-person nonzero-sum games and quadratic programming (Q2394092)
From MaRDI portal
scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Two-person nonzero-sum games and quadratic programming |
scientific article |
Statements
Two-person nonzero-sum games and quadratic programming (English)
0 references
1964
0 references
From authors' abstract: It is shown that a necessary and sufficient condition that a point be a Nash equilibrium point of a two-person nonzero-sum game with a finite number of pure strategies is that the point be a solution of a single programming problem with linear constraints and a quadratic objective function that has a global maximum of zero. Every equilibrium point is a solution of this programming problem.
0 references
operations research
0 references
