MATH 5345

Numerical Optimization

University of Texas at El Paso · UGRD · Fall 2026

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Numerical Optimization (3-0) A study of numerical algorithms for solving systems of nonlinear equations, unconstrained optimization, and nonlinear least squares problems. Derivation of necessary and sufficient conditions for constrained optimization, and an introduction to interior-point methodology. Prerequisites: MATH 2313 and MATH 3323 each with a grade of "C" or better and knowledge of high-level computer language.

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Class #texas_el_paso-2895Fall 2026UGRD
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