Jan Dobrowolski

Instytut Matematyczny Uniwersytetu Wrocławskiego
pl. Grunwaldzki 2/4, 50-383 Wrocław
dobrowol.at.math.uni.wroc.pl

I am currently a post-doctoral researcher at the University of Leeds.


EU project GROUPNIP website
Workshop on NIP and groups

Research interests

I am interested in model theory and its connections with topology and algebra, particularly in:

Papers

    Published articles:

  1. J. Dobrowolski, K. Krupiński, On omega-categorical, generically stable groups, Journal of Symbolic Logic (77), 1047-1056, 2012.

  2. J. Dobrowolski, K. Krupiński, On omega-categorical, generically stable groups and rings, Annals of Pure and Applied Logic (164), 802-812, 2013.

  3. J. Dobrowolski, New examples of small Polish structures pdf, Journal of Symbolic Logic (78), 969-976, 2013.

  4. J. Dobrowolski, K. Krupiński, Locally finite profinite rings, Journal of Algebra, (401), 161-178, 2014.

  5. J. Dobrowolski, Topologies induced by group actions, Topology and its Applications (189), 136–146, 2015.

  6. J. Dobrowolski, H. Kim, A preservation theorem for theories without the tree property of the first kind , Mathematical Logic Quarterly (63), 536–543, 2017.

  7. J. Dobrowolski, B. Kim, J. Lee, The Lascar groups and the 1st homology groups in model theory , Annals of Pure and Applied Logic (168), 2129-2151, 2017.

  8. J. Dobrowolski, Generic variations and NTP$_1$, Archive for Mathematical Logic (57), 861–871, 2018.

  9. J. Dobrowolski, F-V. Kuhlmann, Valuation theory, generalized IFS attractors and fractals,, Archiv der Mathematik (111), 287–297, 2018.

  10. J. Dobrowolski, J. Goodrick, Some remarks on inp-minimal and finite burden groups, Archive for Mathematical Logic, Archive for Mathematical Logic (58), 267–274, 2019.

  11. J.Dobrowolski, F. Wagner, On omega-categorical groups and rings of finite burden, Israel Journal of Mathematics, DOI: 10.1007/s11856-020-1989-9, 2020.

    Submitted articles and preprints:

  12. J.Dobrowolski, B. Kim, A. Kolesnikov, J. Lee, The relativized Lascar groups, type-amalgamations, and algebraicity, pdf, 2018

  13. J.Dobrowolski, D. Hoffmann, J. Lee, Elementary Equivalence Theorem for PAC structures, arXiv:1811.08510, 2019

  14. J. Dobrowolski, B. Kim, N. Ramsey, 3-amalgamation in NSOP1 theories, arXiv:1909.08368, 2019.

  15. J. Dobrowolski, Sets, groups, and fields definable in vector spaces with a bilinear form pdf , arXiv:2004.07238, 2020.