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Fehér, László - Institute of Mathematics, Eötvös Loránd University
Advanced Studies in Pure Mathematics 24, 1996 Progress in Algebraic Combinatorics
THE DEGREE OF THE DISCRIMINANT OF IRREDUCIBLE REPRESENTATIONS
EQUIVARIANT CLASSES OF MATRIX MATROID VARIETIES L. M. FEHER, A. NEMETHI, AND R. RIMANYI
Eta invariant and concordance classes of positive scalar curvature metrics
POSITIVITY OF QUIVER COEFFICIENTS THROUGH THOM POLYNOMIALS
INTRODUCTION TO TOPOLOGY February 9, 2004
Contemporary Mathematics Expressions for resultants coming from the global theory of
CALCULATION OF THOM POLYNOMIALS AND OTHER COHOMOLOGICAL OBSTRUCTIONS FOR GROUP ACTIONS
POSITIVITY OF QUIVER COEFFICIENTS THROUGH THOM POLYNOMIALS
THOM POLYNOMIALS WITH INTEGER COEFFICIENTS ER AND RICH
SCHUR AND SCHUBERT POLYNOMIALS AS THOM POLYNOMIALS_COHOMOLOGY OF MODULI SPACES
COINCIDENT ROOT LOCI OF BINARY FORMS L. M. FEH'ER, A. N'EMETHI, AND R. RIM'ANYI
DEGENERACY OF TWO AND THREE FORMS L. M. FEH'ER, A. N'EMETHI, AND R. RIM'ANYI
THOM POLYNOMIALS WITH INTEGER COEFFICIENTS L'ASZL'O FEH'ER AND RICH'ARD RIM'ANYI
COINCIDENT ROOT LOCI OF BINARY FORMS L. M. FEH
DEGENERACY OF TWO AND THREE FORMS L. M. FEH
CLASSES OF DEGENERACY LOCI FOR QUIVERS|THE THOM POLYNOMIAL POINT OF VIEW
SCHUR AND SCHUBERT POLYNOMIALS AS THOM POLYNOMIALS|COHOMOLOGY OF MODULI SPACES
CALCULATION OF THOM POLYNOMIALS AND OTHER COHOMOLOGICAL OBSTRUCTIONS FOR GROUP ACTIONS
Cent. Eur. J. Math. 7(3) 2009 429-441 DOI: 10.2478/s11533-009-0026-3
Contemporary Mathematics Expressions for resultants coming from the global theory of
Eta invariant and concordance classes of positive scalar curvature metrics
CLASSES OF DEGENERACY LOCI FOR QUIVERS_THE THOM POLYNOMIAL POINT OF VIEW
