András Cristian Lőrincz

Department of Mathematics  

Purdue University

I am a Golomb Visiting Assistant Professor of Mathematics at Purdue University.
I have received my Ph.D. at the University of Connecticut in May 2016 under the
supervision of Prof. Jerzy Weyman.

For more information about me, here is my CV.

Research Interests:

Algebraic Geometry, Representation Theory, Commutative Algebra, D-modules.

Published & accepted papers:

  • Singularities of zero sets of semi-invariants for quivers, arXiv:1509.04170, to appear in Journal of Commutative Algebra.
  • The b-functions of semi-invariants of quivers, Journal of Algebra 482: 346-364 (2017).
  • Bernstein–Sato polynomials for maximal minors and sub-maximal Pfaffians (with C. Raicu, U. Walther and J. Weyman), Advances in Mathematics 307: 224-252 (2017).
  • Preprints:

  • On categories of equivariant D-modules (with U. Walther), arxiv:1806.02428, submitted (36 pages).
  • Iterated local cohomology and Lyubeznik numbers for determinantal rings (with C. Raicu), arxiv:1805.08895, submitted (33 pages).
  • Decompositions of Bernstein-Sato polynomials and slices, arXiv:1802.07760, submitted (31 pages).
  • Free resolutions of orbit closures of Dynkin quivers (with J. Weyman), arXiv:1801.00193, submitted (19 pages).
  • Equivariant D-modules on binary cubic forms (with C. Raicu and J. Weyman), arXiv:1712.09932, submitted (30 pages).
  • Other:

    Ph.D. Thesis: Bernstein-Sato polynomials for quivers

    Teaching (Summer 2018):

    MA 351: Elementary Linear Algebra (Office hours: M 12:15-1:15, W 1:00-2:00)

    Contact Information:

    Office: MATH 402
    Phone: (765) 494-1937
    Email: alorincz[at]