402 North Blackford Street, LD 270J
Department of Mathematical Sciences
Inidiana University Indianapolis
Indianapolis, Indiana, 46202
phone: (317) 278 96 46
fax: (317) 274 34 60
email: maxyatts@iu.edu
web page: https://math.indianapolis.iu.edu/~maxyatts/

  • Associate Professor, August 2019 — current
  • Assistant Professor, August 2013 — July 2019
  • the Paul Olum Visiting Assistant Professor, University of Oregon, September 2010 — June 2013
  • Visiting Scholar, Department of Mathematics, Vanderbilt University, September 2009 — May 2010
  • Post–doctoral Research Fellow, INRIA, Sophia Antipolis, September 2007 — July 2009

  • Ph.D., Mathematics, Vanderbilt University, USA, August 2007
    Advisor: Professor Edward B. Saff
    Thesis: Non–Hermitian Orthogonality and Meromorphic Approximation

  • M.S., Mathematics, Vanderbilt University, USA, May 2004
    Advisor: Professor Edward B. Saff
    Thesis: On Remez–Type Inequalities

  • M.S., Mathematics, Dnepropetrovsk National University, Ukraine, July 2001
    Advisor: Professor Vitalii Motornyi
    Thesis: Maximum of the Modulus of One Family of Periodic Functions

  • B.S., Mathematics, Dnepropetrovsk National University, Ukraine, September 2000
    Advisor: Professor Sergei Pichugov
    Thesis: Methods of the Summation of the Fourier Series

  • Simons Foundation grant CGM–706591, September 2020 — August 2025
  • Simons Foundation grant CGM–354538, September 2015 — August 2020
  • American Institute of Mathematics' (AIM) Workshop: «Zeros of Random Polynomials», August 12–16, 2019
  • NSF conference grant DMS–1745012: «Midwestern Workshop on Asymptotic Analysis», October 6–8, 2017
  • AIM's research program SQuaREs (Structured Quartet Research Ensembles): «Random Polynomials with Bounded Height», August 7–11 2017, September 12–16 2016, June 15–19 2015

  • Hanan Aljubran: «On Random Polynomials Spanned by OPUC», Ph.D., 2020
  • Ahmad Barhoumi: «Orthogonal Polynomials on S–Curves Associated with Genus One Surfaces», Ph.D., 2020

  • Society for Industrial and Applied Mathematics (SIAM)
  • SIAG on Orthogonal Polynomials and Special Functions Membership