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Conic relaxations

Master's thesis

STEHLÍK, Matúš: Conic relaxations. Master thesis. Comenius University in Bratislava, Faculty of mathematics, physics and informatics, Department of mathematical analysis and numerical mathematics. Advisor: RNDr. Mária Trnovská PhD., Bratislava, 2016, 80 pages.

This master's thesis explores the possibility of relaxation of the nonlinear quadratic optimization problems using the conic programming classes. The thesis offers a survey of techniques used for constructing conic relaxations. The aforementioned techniques are applied to the max-cut problem and their performance on several different instances of this problem is compared.

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