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Two-person, zero-sum games
Two players X & Y have two alternatives. They show their choices by pressing two types of buttons in front of them but they cannot see the opponents move. It is assumed that both players have equal intelligence and both intend to win the game.
This kind of simple game can be described in tabular form as follows:
The game is biased against Y, since if player X presses button m, he will always win. Therefore Y will be forced to press button r, to cut down his losses.
Adjacent extreme points differ in only one variable The first observation indicates that we can identify the extreme points of the solution space algebraically by setting zero as
Anthony''s orchard
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