ISE 456
Conic Optimization
Modeling, theory, solution algorithms, and applications of conic optimization. Topics include mathematics of conic optimization: second-order cones, semidefinite cones, conic duality, interior-point methods. Applications of conic optimization to combinatorial optimization and other areas of optimization are covered.
Topics
- mathematics of conic optimization: second-order cones
- semidefinite cones
- conic duality
- interior-point methods
Topics explicitly listed in official catalogue description
Sources
- Course catalogue ↗2026-2027