EGGN 3510

Systems Optimization

Cedarville University · Fall 2026

1 section

Catalog description

The course covers the theory and procedures for optimizing multi-variable, nonlinear, constrained problems with application to system design and optimization. Topics include the formulation of the Karush-Kuhn-Tucker (KKT) optimality conditions, numerical algorithms for solving different classes of problems, linear programming, gradient algorithms, and special topics applicable to senior design projects. Prerequisites: MATH-2705 Calculus IIIA or MATH-2710 Calculus III; MATH-2740 Differential Equations.

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Class #158038Fall 20263 credits

Days & times: Tu Th · 8:30 – 9:45 AM
Meeting dates: Aug 19 – Dec 11
Location: Engineering and Science Ctr 145
Instructor: Dr. Frederick G. Harmon

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