More info about the Zebra puzzle.
George Osipov
Postdoc
Theoretical computer science.
Research in theoretical computer science
I am broadly interested in theoretical computer science, with a focus on constraint satisfaction problems and parameterized complexity.
My research is in computational complexity, an area that studies possibilities and limitations of efficient computation from a mathematical perspective. More specifically, I work on constraint satisfaction problems – a general class of problems where a global solution needs to satisfy many local constraints (think of solving the Zebra puzzle, or scheduling classes for a university while avoiding time conflicts).
More info about the Zebra puzzle.
More info about the Zebra puzzle.
Doctoral thesis
George Osipov
(2024)
Short facts about George Osipov
I am a fourth-year PhD student at TCSLAB supervised by Peter Jonsson and co-supervised by Victor Lagerkvist.
Originally I'm from Georgia where I received a BSc in computer science at Free University of Tbilisi and studied towards a MSc in mathematics Ilia State University.
I spent a year at Uppsala University thanks to the Erasmus+ exchange programme. I am part of AIICS division at IDA and also AI/math track of WASP graduate school.
Publications
2026
Concise representations and complexity results for welfare-maximizing combinatorial assignment
Autonomous Agents and Multi-Agent Systems, Vol. 40, Article 30
(Article in journal)
https://dx.doi.org/10.1007/s10458-026-09753-9
Algorithms and complexity of difference logic
Journal of computer and system sciences (Print), Vol. 159, Article 103780
(Article in journal)
https://dx.doi.org/10.1016/j.jcss.2026.103780
2025
Parameterized Approximability for Modular Linear Equations
33RD ANNUAL EUROPEAN SYMPOSIUM ON ALGORITHMS, ESA 2025, Article 88
(Conference paper)
Parameterized Approximability for Modular Linear Equations
Proc. 33rd Annual European Symposium on Algorithms (ESA-2025), Article 88
(Conference paper)
https://dx.doi.org/10.4230/LIPICS.ESA.2025.88
Almost Consistent Systems of Linear Equations
ACM Transactions on Algorithms, Vol. 21, Article 44
(Article in journal)
https://dx.doi.org/10.1145/3733107