ESI 6420
Fundamentals of Mathematical Programming
Introducing mathematical programming with an emphasis on classical optimization concepts, models and solution techniques. Focus on convex analysis (convex sets, separation theorems, convex functions), optimality conditions (Fritz-John Karush-Kuhn-Tucker), Lagrangian duality and iterative solution methods 9gradient, conjugate gradients barrier methods.
Prerequisites & course information
Grading Scheme: Letter Grade Prerequisite: Mathematical background, ability to proof mathematical statements and ability to write simple codes with Matlab or C.
Sources
- Course catalogue ↗2025-2026