Print preview VALIDITY EXPIRED personal data approved: 2022. II. 14. Publications |
2022
from data base, 2022. II. 14. |
Fehér László M., Matszangosz Ákos K.: Halving spaces and lower bounds in real enumerative geometry, ALGEBRAIC AND GEOMETRIC TOPOLOGY to appear: pp. 1-30. type of document: Journal paper/Article language: English
|
2021
from data base, 2022. II. 14. |
Fehér L.M.: Motivic Chern Classes of Cones, In: Trends in Mathematics, Springer Science and Business Media Deutschland GmbH (2021) pp. 181-205. type of document: Part of book/Könyvfejezet (to be translated) language: English URL |
2020
from data base, 2022. II. 14. |
Feher Laszlo M., Rimanyi Richard, Weber Andrzej: Motivic Chern classes and K-theoretic stable envelopes, PROCEEDINGS OF THE LONDON MATHEMATICAL SOCIETY 122: (1) pp. 153-189. type of document: Journal paper/Article number of independent citations: 2 language: English URL |
2020
from data base, 2022. II. 14. |
Fehér L.M., Rimányi R., Weber A.: Characteristic Classes of Orbit Stratifications, the Axiomatic Approach, In: Hu, J.; Li, C.; Mihalcea, L.C. (szerk.) International Festival in Schubert Calculus, ICTSC 2017, Springer (2020) pp. 223-249. type of document: Part of book/Proceedings Paper number of independent citations: 1 language: English URL |
2018
from data base, 2022. II. 14. |
Feher Laszlo M., Rimanyi Richard: Chern-Schwartz-MacPherson classes of degeneracy loci, GEOMETRY & TOPOLOGY 22: (6) pp. 3575-3622. type of document: Journal paper/Article number of independent citations: 3 language: English URL |
2012
from data base, 2022. II. 14. |
Fehér L M, Rimányi R: Thom series of contact singularities, ANNALS OF MATHEMATICS 176: (3) pp. 1381-1426. type of document: Journal paper/Article number of independent citations: 17 language: English URL |
2008
from data base, 2022. II. 14. |
Fehér LM, Némethi A, Rimányi R: The degree of the discriminant of irreducible representations, JOURNAL OF ALGEBRAIC GEOMETRY 17: (4) pp. 751-780. type of document: Journal paper/Article number of independent citations: 2 language: English URL |
2005
from data base, 2022. II. 14. |
Buch AS, Feher LM, Rimanyi R: Positivity of quiver coefficients through Thom Polynomials, ADVANCES IN MATHEMATICS 197: (1) pp. 306-320. type of document: Journal paper/Article number of independent citations: 8 language: English URL |
2004
from data base, 2014. II. 02. |
Fehér László M, Rimányi Richárd: Calculation of Thom polynomials and other cohomological obstructions for group actions, In: Gaffney Terence, Aparecida Maria, Ruas Soares (szerk.) Real and complex singularities. Providence: American Mathematical Society, 2004. pp. 69-93. (Contemporary Mathematics; 354.) type of document: Part of book/Könyvfejezet (to be translated) number of independent citations: 16 language: English DOI |
2002
from data base, 2022. II. 14. |
Feher L, Rimanyi R: Classes of degeneracy loci for quivers: The Thom polynomial point of view, DUKE MATHEMATICAL JOURNAL 114: (2) pp. 193-213. type of document: Journal paper/Article number of independent citations: 13 language: English URL |
| Number of independent citations to these publications: | 62 |
|
|