hidden - assigned and confirmed by the Study Dept.
Date of registration:
23.10.2023
Date of assignment:
23.10.2023
Confirmed by Study dept. on:
26.10.2023
Date and time of defence:
05.02.2025 09:00
Date of electronic submission:
09.01.2025
Date of submission of printed version:
09.01.2025
Date of proceeded defence:
05.02.2025
Opponents:
Dmitrii Zhuk, Ph.D.
Guidelines
The Constraint Satisfaction Problem over an algebra A is solvable by the basic linear programming relaxation if, and only if, A has a fully symmetric term operation of every arity. It is, however, unclear how to decide that the latter condition is satisfied for a given algebra. The goal of the thesis is make a progress toward answering this decidability question.
References
L. Barto, J. Bulin, A. Krokhin, J. Oprsal, Algebraic approach to promise constraint satisfaction, Journal of the ACM 68/4 (2021), 1-66
L. Barto, A. Krokhin, R. Willard, Polymorphisms, and how to use them, in "The Constraint Satisfaction Problem: Complexity and Approximability", Dagstuhl Follow-Ups, vol. 7, 1–44, 2017