László Fehér's recent papers

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Eta invariant and concordance classes of positive scalar curvature metrics dvi-file ; gzipped ps file (last modified: 15. February 1999) 

Calculation of Thom polynomials and other cohomological obstructions for group actions   (with Richárd Rimányi)
Topics in Algebraic and Noncommutative Geometry, Contemporary Mathematics 324, 2003, AMS,
(eds. L. McEwan, J.-P. Brasselet, C. Melles, G. Kennedy, K. Lauter) dvi-file ; ps file

Classes of degeneracy loci for quivers - the Thom polynomial point of view
Duke Math. J. 114 (2002), no. 2, 193--213. (with Richárd Rimányi) dvi-file ; ps.gz file

Thom polynomials with integer coefficients (with Richárd Rimányi)
Illinois J. Math, Vol. 46, No. 4, Winter 2002, 1145--1158
dvi-file ; ps file

Schur and Schubert polynomials as Thom polynomials - Cohomology of moduli spaces (with Richárd Rimányi)
Cent. European J. Math. 4 (2003) 418—434
dvi-file ; ps file

Expressions for resultants coming from the global theory of singularities, (with Richárd Rimányi and Gergely Bérczi)
Topics in Algebraic and Noncommutative Geometry, Contemporary Mathematics 324, AMS, volume editors L McEwan, JP Brasselet, C Melles, G Kennedy, to the memory of R. Michler. dvi-file ; ps file

Degeneracy of two and three forms (with Richárd Rimányi and András Némethi)
Canad. Math. Bull. Vol. 48 (4), 2005 pp. 547-560
dvi-file, ps-file

Coincident root loci of binary forms (with Richárd Rimányi and András Némethi)
Michigan Math. J., Volume 54, Issue 2, 375-392, 2006
dvi-file, ps-file

Positivity of quiver coefficients (with A. S. Buch, Richárd Rimányi)
Adv. Math. 197 (2005) 306-320
ps-file, pdf-file

On second order Thom-Boardman singularities (with B. Kőműves)
Fund. Math. 191 (2006), 249-264

The degree of the discriminant of irreducible representations (with Richárd Rimányi and András Némethi)
Journal of Algebraic Geometry 17 (2008) 751-780

On the structure of Thom polynomials of singularities (with Richárd Rimányi)
Bulletin of the London Mathematical Society 2007 39(4):541-549; doi:10.1112/blms/bdm023

Thom polynomial computing strategies. A survey (with Richárd Rimányi);
Singularity theory and its applications, 45--53, Adv. Stud. Pure Math., 43, Math. Soc. Japan, Tokyo, 2006.

The incidence class and the hierarchy of orbits (with Zsolt Patakfalvi);
Cent. European J. Math. Volume 7, Number 3 / September, 2009, 429-441, DOI: 10.2478/s11533-009-0026-3

Equivariant classes of matrix matroid varieties. to appear in Commentarii Mathematici Helvetici 2012 (4) arXiv:0812.4871

Lecture notes for the Budapest Semester in Mathematics:
  Introduction to Topology