Web Reference: In this unit, we will be examining situations that involve constraints. A constraint is a hard limit placed on the value of a variable, which prevents us from going forever in certain directions. With nonlinear functions, the optimum values can either occur at the boundaries or between them. But that's not all you're asked to do, you're subject to a certain constraint where you're only allowed values of x and y on a certain set, and I'm just going to say, the set of all values of x and y, such that, x squared plus y squared, equals one. After learning these facts, can our speculation be realized in a mathematical theory? G.B. Dantzig visited John von Neumann in Princeton in May 1948. John von Neumann circulated privately a short typewritten note “Discussion of Maximum Problem".
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