Richard Rimanyi

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Alexander VarchenkoDepartment of Mathematics, UNCVerified email at email.unc.edu
László M. FehérProfessor of Mathematics, Eotvos University BudapestVerified email at renyi.mta.hu
András NémethiProfessor, MTA Rényi Inst.Verified email at renyi.mta.hu
Andrey SmirnovUniversity of North CarolinaVerified email at email.unc.edu
Andras SzucsLóránd Eötvös University, Department of Analysis, retiredVerified email at ttk.elte.hu
Zijun ZhouKavli Institute for the Physics and Mathematics of the UniverseVerified email at ipmu.jp
Giovanni FelderETH ZurichVerified email at math.ethz.ch
Justin AllmanWake Forest UniversityVerified email at wfu.edu
Tommaso Maria BottaColumbia universityVerified email at columbia.edu
Gergely BercziAssociate Professor, Aarhus UniversityVerified email at math.au.dk
Andras SzenesProfessor, University of GenevaVerified email at unige.ch
Gavril FarkasProfessor of Mathematics, Humboldt Universitat zu BerlinVerified email at math.hu-berlin.de
Robert MarangellUniversity of SydneyVerified email at sydney.edu.au
Paul Zinn-JustinThe University of MelbourneVerified email at lpthe.jussieu.fr
Anna WeigandtAssistant Professor, University of MinnesotaVerified email at umn.edu
Alexander YongDepartment of Mathematics, University of Illinois Urbana-ChampaignVerified email at uiuc.edu
Matyas DomokosAlfréd Rényi Institute of MathematicsVerified email at renyi.hu
Simon Pepin LehalleurPostdoctoral researcher, Radboud Universiteit (Nijmegen)Verified email at science.ru.nl
Ádám GyengeBudapest University of Technology and EconomicsVerified email at ttk.bme.hu

Richard Rimanyi

professor, UNC Chapel Hill

Verified email at email.unc.edu

geometry topology singularity theory


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
The braid-permutation group R Fenn, R Rimányi, C Rourke Topology 36 (1), 123-135, 1997	253	1997
Thom polynomials, symmetries and incidences of singularities R Rimányi Inventiones mathematicae 143 (3), 499-521, 2001	111	2001
Pontrjagin–Thom-type construction for maps with singularities R Rimányi, A Szücs Topology 37 (6), 1177-1191, 1998	101	1998
Trigonometric weight functions as K-theoretic stable envelope maps for the cotangent bundle of a flag variety R Rimányi, V Tarasov, A Varchenko Journal of Geometry and Physics 94, 81-119, 2015	75	2015
Quantum cohomology of the cotangent bundle of a flag variety as a Yangian Bethe algebra V Gorbounov, R Rimányi, V Tarasov, A Varchenko Journal of Geometry and Physics 74, 56-86, 2013	62	2013
Calculation of Thom polynomials and other cohomological obstructions for group actions L Fehér Real and Complex Singularities, Sao Carlos, 2002, 69-93, 2004	62	2004
Motivic Chern classes and K‐theoretic stable envelopes LM Feher, R Rimanyi, A Weber Proceedings of the London Mathematical Society 122 (1), 153-189, 2021	59	2021
Three-dimensional mirror self-symmetry of the cotangent bundle of the full flag variety R Rimányi, A Smirnov, A Varchenko, Z Zhou SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 15, 093, 2019	59	2019
Elliptic and K-theoretic stable envelopes and Newton polytopes R Rimányi, V Tarasov, A Varchenko Selecta Mathematica 25 (1), 16, 2019	56	2019
Equivariant Chern-Schwartz-MacPherson classes in partial flag varieties: interpolation and formulae R Rimányi, A Varchenko Schubert varieties, equivariant cohomology and characteristic classes …, 2018	56	2018
Schur and Schubert polynomials as Thom polynomials—cohomology of moduli spaces L Fehér, R Rimányi Open Mathematics 1 (4), 418-434, 2003	54	2003
Partial flag varieties, stable envelopes, and weight functions R Rimányi, V Tarasov, A Varchenko Quantum topology 6 (2), 333-364, 2015	51	2015
Thom series of contact singularities LM Fehér, R Rimányi Annals of Mathematics, 1381-1426, 2012	51*	2012
Chern–Schwartz–MacPherson classes of degeneracy loci L Fehér, R Rimányi Geometry & Topology 22 (6), 3575-3622, 2018	44	2018
Elliptic classes of Schubert varieties via Bott–Samelson resolution R Rimányi, A Weber Journal of Topology 13 (3), 1139-1182, 2020	38	2020
Elliptic dynamical quantum groups and equivariant elliptic cohomology G Felder, R Rimányi, A Varchenko SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 14, 132, 2018	38	2018
Classes of degeneracy loci for quivers: the Thom polynomial point of view L Fehér, R Rimányi	38	2002
On the structure of Thom polynomials of singularities LM Fehér, R Rimányi Bulletin of the London Mathematical Society 39 (4), 541-549, 2007	35	2007
3d mirror symmetry and elliptic stable envelopes R Rimányi, A Smirnov, A Varchenko, Z Zhou arXiv preprint arXiv:1902.03677, 2019	32	2019
Characteristic classes of orbit stratifications, the axiomatic approach LM Fehér, R Rimányi, A Weber International Conference on the Trends in Schubert Calculus, 223-249, 2017	31	2017

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