Julius Jonušas
Institut für Diskrete Mathematik und Geometrie, TU Wien

I currently hold Lise Meitner project ‘An algebraic theory for PCSPs’ funded by the Austrian Science Fund (FWF) and hosted by Michael Pinsker.

Email:

julius.jonusas@tuwien.ac.at

Address:

Institut für Diskrete Mathematik und Geometrie
TU Wien
Wiedner Hauptstrasse 8-10
1040 Wien, Austria

Publications:

  1. (with P. Gillibert and M. Pinsker) ‘Pseudo-loop conditions’, submitted; arXiv
  2. (with J. Hyde, J. D. Mitchell, and Y. Péresse) ‘Universal sequences of groups and inverse semigroups’, submitted; arXiv
  3. (with S. Troscheit) ‘Random ubiquitous transformation semigroups’, Semigroup Forum (2019) DOI; arXiv.
  4. (with J. D. Mitchell and M. Pfeiffer) ‘Two variants of the Froiduire-Pin Algorithm for finite semigroups’, Portugalia Mathematicae (2017) 74 (3); 173 – 200; DOI; arXiv.
  5. (with C. Bleak and C. Donoven) ‘Some isomorphism results for Thompson like groups Vn(G)’, Israel Journal of Mathematics (2017) 222 (1) 1 – 19; DOI ; arXiv.
  6. (with J. D. Mitchell) ‘Topological 2-generation of automorphism groups of countable ultrahomogeneous graphs’, Forum Mathematicum (2016) 29 (4); 905 – 939; DOI; arXiv.
  7. (with J. Hyde, J. D. Mitchell, and Y. Péresse) ‘Universal sequences for the order-automorphisms of the rationals’, Journal of the London Mathematical Society (2016) 94 (1): 21 – 37; DOI ; arXiv.
  8. (with J. D. Mitchell) ‘A finite interval in the subsemigroup lattice of the full transformation monoid’, Semigroup Forum (2014) 89 (1): 183 – 198; DOI; arXiv.
  9. (with V. Gruslys, V. Mijovic, O. Ng, L. Olsen, and I. Petrykiewicz) ‘Dimensions of Prevalent Continuous Functions’, Monatshefte fuer Mathematik, (2012) 166 (2), 153 – 180; DOI.

Software:

  1. Digraphs – (with J. D. Mitchell, M. Torpey and W. Wilson) GAP package, coauthor.
  2. Semigroups – deposited GAP package, contributed code for free bands and free inverse semigroups, and key algorithms for semigroup ideals.