Professor Tamás Terlaky

Teach Courses

At Lehigh University

• Conic Optimization 2024 – present
• Special Topics
• Introduction to Mathematical Optimization – Fall 2013 to 2022
• Optimization Methods and Software – Spring 2010 to Present
• Introduction to Mathematical Programming – Fall 2009 to Fall 2012
• Interior Point Methods – Spring 2009

At McMaster University

• SWE-3C03 – Discrete Optimization Methods, Graph Theoretic Models, Search and Pruning Techniques – Jan.-April 2000/2001/2002/2004
• Graduate course: No. 735 – Convex Optimization in Engineering – Jan.-April 2004
• CS/SWE-4/6TE3 – Algorithms for Continuous Optimization – Sept.-Dec. 2000/2001, Jan.-April 2003/2004
• Graduate course: No. 777 – Optimization Software Design – Jan.-April 2003
• SWE-3I03 – Communication Skills – Sept.-Dec. 2002
• Graduate course: No. 774 – Convex Optimization in Engineering – Jan.-April 2001/2002
• CS-4/6TD3 – The Design and Analysis of Algorithms – Jan.-April 2000

At Delft University of Technology

• a184 – Algorithms for unconstrained nonlinear programming
• a188 – Nonlinear programming: Theory and algorithms
• a195 – Discrete dynamic programming
• a87CT – Introduction to operations research for civile engineering
• Wi187 (a87I) – Introduction to operations research
• Wi387 – Nonlinear optimization
• IHE/TREND(a87I) – Engineering mathematics
• Ph.D. Course – M2 Convex Optimization

At Other Place

• Mathematical Programming
• Linear Programming
• Extensions of Linear Programming
• Nonlinear Programming
• Unconstrained Optimization
• Network Flows
• Introduction to Operations Research
• Dynamic Programming
• Engineering Mathematics
• Oriented Matroids
• Numerical Analysis
• Calculus
• Structured Optimization
• Convex Optimization in Engineering
  

• Interior Point Methods
• Introduction to Linear Optimization
• Network Models and Algorithms