IE555 NONLINEAR OPTIMIZATION

Course Code:5680555
METU Credit (Theoretical-Laboratory hours/week):3 (3.00 - 0.00)
ECTS Credit:8.0
Department:Industrial Engineering
Language of Instruction:English
Level of Study:Graduate
Course Coordinator:Assoc.Prof.Dr. MUSTAFA KEMAL TURAL
Offered Semester:Once in several years.

Course Objectives

1. understand the basic theory of nonlinear programming

2. learn important nonlinear programming algorithms

3. gain an appropriate background to carry out research involving nonlinear programming applications

4. recognize convex optimization problems and solve them using an optimization solver

5. understand second-order cone programming

 


Course Content

Review of convex sets and functions. Local and global optima. Basic methods of constrained optimization. Lagragian duality.(R)


Course Learning Outcomes

  • develop nonlinear programming models
  • solve unconstrained nonlinear programming problems using optimality conditions
  • solve constrained nonlinear programming problems using optimality conditions
  • use gradient methods to solve nonlinear programming problems
  • identify convex optimization problems
  • solve convex optimization problems using a software and interpret the results
  • identify second order cone programming problems

Program Outcomes Matrix

Contribution
#Program OutcomesNoYes
1Specialize with advanced knowledge in selected areas of Industrial Engineering; such as Production and Operations Management, Supply Chain Management, Business Analytics and Information Systems, Decision Sciences and Operational Research, Quality Management, Human Factors and Ergonomics, and Strategy and Industrial Economics.
2Have advanced ability to formulate and solve industrial engineering problems.
3Be able to systematically acquire new scientific knowledge to design and improve socio-technical systems.
4Be able to conduct scientific research in industrial engineering.
5Be able to apply critical reasoning in their professional careers.
6Appreciate the academics ethics.