If A is a skew symmetric game with v(A) > 0, then there is always a saddle point in which X∗ = −Y

If A is a skew symmetric game with v(A) > 0, then there is always a saddle point in which X∗ = −Y

If A is a skew symmetric game with v(A) > 0, then there is always a saddle point in which X∗ = −Y
If A is a skew symmetric game with v(A) > 0, then there is always a saddle point in which X∗ = −Y