Description

Solution of Ordinary differential equations, Optimization Models in Operations Research Linear and Non-linear models, Simplex Search for Linear Programming, Duality and Sensitivity in Linear Programming, Multi-objective Optimization and Goal Programming, Unconstrained Nonlinear Pro-gramming, Selected Methods for Constrained Nonlinear Programming: Lagrange Multiplier Meth-ods and Penalty and Barrier Methods. New optimization techniques.

Program

Bachelor of Computer Science - 144 CRs

Objectives

• 1. Solve Ordinary differential equations
  2. Use mathematical models in which one seeks to minimize or maximize an objective function subject to constraints.
  3. Solve linear programming problems.
  4. Solve nonlinear programming problems
  5. Find solution methods for optimization models using optimization software.
  6. Understand Multi-objective Optimization and Goal Programming.