Prof.dr. E. de Klerk

Update Persondata

• economic
• mathematical
• modeling
• operations
• optimalisation
• programming
• research

Active as

Publications

(the most recent at the top)

Improved lower bounds for the 2-page crossing number of Km, n and Kn via semidefinite programming

Improved semidefinite programming bounds for quadratic assignment problems with suitable symmetry (Online First)

On semidefinite programming relaxations of maximum k-section

On the Lasserre hierarchy of semidefinite programming relaxations of convex polynomial optimization problems

A comparison of lower bounds for the symmetric circulant traveling salesman problem

All publications..

Enhanced publications

(the most recent at the top)

Doctoral Thesis: Semidefinite Programming Approaches for Structured Combinatorial Optimization Problems

Current research

(the most recent research is at the top)
Project leader	Solving quadratic assignment problems with algebraic symmetry via semidefinite programming

Completed research projects

(the most recent research is at the top)
Supervisor	Semidefinite Programming Approaches for Structured Combinatorial Optimization Problems
Co-supervisor	Topics in global optimization using semi definite optimization
Co-supervisor	Property preservation and quality measures in meta-models
Project leader	Semidefinite programming, nonnegative polynomials, and approximation theory

Classification

D11700	Operations research