University of Calgary

AMAT 425 - INTRODUCTION TO OPTIMIZATION - Fall 2002

Examples of optimization problems. Quadratic forms, minimum energy and distance. Least squares, generalized inverse. Location and classification of critical points. Variational treatment of eigenvalues. Lagrange multipliers. Linear programming.
This course may not be repeated for credit.

Hours

  • H(3-1T)

Prerequisite(s)

  • Mathematics 311; and Mathematics 353, 331 or Applied Mathematics 309.
Syllabus

Sections

This course will be offered next in Fall 2004.
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