Publications and preprints

See also

  1. Ehud Meir- Universal rings of invariants. Submitted. arXiv:2007.03845.
  2. Tyrone Crisp, Ehud Meir and Uri Onn- An inductive approach to representations of general linear groups over compact discrete valuation rings. Submitted. arXiv:2005.05553.
  3. Mark Grant, Ehud Meir and Irakli Patchkoria- Equivariant dimensions of groups with operators. Submitted. arXiv:1912.01692.
  4. Vincent Koppen, Ehud Meir and Christoph Schweigert- Isotypic decomposition of non-semisimple Hopf algebras. Received a favourable report recommending acceptance after minor modifications for publication in Algebras and Representation Theory. arXiv: 1910.13161.
  5. Ehud Meir, with an appendix by Dejan Govc- Invariant rings and representations of the symmetric groups. arXiv:1907.12936. Submitted.
  6. Ehud Meir- Geometric perspective on Nichols algebras. Submitted. arXiv:1907.11490
  7. Juan Cuadra and Ehud Meir- Non-existence of Hopf orders for a twist of the alternating and symmetric groups. Journal of the London Mathematical Society, Volume 100, Issue 1, August 2019, Pages 137-158. arXiv:1804.01121
  8. Ehud Meir- Hopf cocycle deformations and invariant theory. ArXiv:1804.00289
  9. Tyrone Crisp, Ehud Meir and Uri Onn- Principal series for general linear groups over finite commutative rings. ArXiv:1704.05575
  10. Ehud Meir and Markus Szymik- Adams operations and symmetries of representation categories. ArXiv:1704.03389
  11. Ehud Meir- Semisimple Hopf algebras via Geometric Invariant Theory. Advances in Mathematics Volume 311, 30 April 2017, Pages 61-90. ArXiv:1506.00314
  12. Tyrone Crisp, Ehud Meir and Uri Onn- A variant of Harish-Chandra functors. J. Inst. Math. Jussieu (2017), 1-57 doi:10.1017/S1474748017000305 ArXiv:1607.04486.
  13. Ehud Meir- Descent, fields of invariants and generic forms via symmetric monoidal categories. Journal of Pure and Applied Algebra 220 (2016), 2077-2111. ArXiv: 1406.6928
  14. Juan Cuadra and Ehud Meir- Orders of Nikshych’s Hopf algebra. Journal of noncommutative geometry Volume 11, Issue 3, 2017, pp. 919-955 ArXiv:1405.2977.
  15. Juan Cuadra and Ehud Meir- On the existence of orders in semisimple Hopf algebras. Transactions of the American Mathematical Society, Volume 368 (4), (2016), 2547-2562. ArXiv:1307.3269
  16. Ehud Meir and Markus Szymik- Drinfeld centers for bicategories and homotopy theory. Documenta Mathematica 20, (2015) 707-735. Arxiv 1412.4487.
  17. Isar Goyvaerts and Ehud Meir- The Witt group of a braided monoidal category. Arxiv: 1412.3417.
  18. Nir Ben David, Yuval Ginosar and Ehud Meir – Isotropy in group cohomology. Bulletin of the London Mathematical Society, Volume 46 (3), (2014), 587-599; ArXiv: 1309.2438
  19. Ehud Meir- Every central simple algebra is Brauer equivalent to a Hopf Schur algebra. Illinois J. Math. 56(2) (2012), 423-432. Arxiv: 1001.0157
  20. Ehud Meir and Evgeny Musicantov- Module categories over graded Fusion categories. Journal of Pure and Applied Algebra 216 (11) (2012), 2449-2466 Arxiv: 1010.4333
  21. Ehud Meir- Projective resolutions for modules over infinite groups. Algebras and representation theory, Volume 15 (2) (2012), 391-405. Arxiv: 1006.0129
  22. Eli Aljadeff and Ehud Meir- Nilpotency of Bocksteins, Kropholler’s hierarchy and a conjecture of Moore. Advances in mathematics 226 (2011) 4212-4224. Arxiv: 0905.1459
  23. Ehud Meir- Group extensions as G-graded fusion categories. An appendix for the paper “Fusion categories and homotopy theory” by Pavel Etingof, Dmitri Nikshych and Victor Ostrik. Quantum Topology, 1 (2010), 209-273. Arxiv: 0909.3140
  24. Ehud Meir- The cohomological restriction map and FP-infinity groups. Bulletin of the London Mathematical Society 42 (6) (2010) 1101-1114; Arxiv: 0911.3267
  25. Eli Aljadeff, Juan Cuadra, Shlomo Gelaki and Ehud Meir- On the Hopf Schur group of a field- Journal of Algebra 319 (12) (2008) 5167-5177. Arxiv: 0708.1943
  26. Ehud Meir- An explicit formula for the action of a finite group on a commutative ring. Journal of Pure and Applied Algebra 211 (1) (2007) 43-49. Arxiv: 0707.2167