Classroom Tips and Techniques: An Inequality-Constrained Optimization Problem - Maple Application Center
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Classroom Tips and Techniques: An Inequality-Constrained Optimization Problem

Author
: Maplesoft AuthorDr. Robert Lopez
Engineering software solutions from Maplesoft
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This article shows how to work both analytically and numerically to find the global maximum of

w = ƒ(x, y, z) ≡ x2(1 + x) + y2(1 + y) + z2(1 + z)

in that part of the first octant on, or below, the plane x + y + z = 6.

Application Details

Publish Date: July 16, 2012
Created In: Maple 16
Language: English

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