Dr. Erwin Miña Díaz is a Professor of Mathematics in the Department of Mathematics at the University of Mississippi.
Research Interests
Dr. Miña-Díaz's area of research is complex approximation theory. He has made contributions to the theory of orthogonal polynomials, Faber polynomials, Chebyshev polynomials, quadrature formulas, reproducing kernels in Bergman spaces, and the distribution of greedy energy points on the unit circle.
Publications
A.Wennman, E. Miña-Díaz, Asymptotics of Bergman polynomials for domains with reflection-invariant corners, J. Approx. Theory 309 (2025) 106172.
J. Henegan, E. Miña-Díaz, Asymptotics of polynomials orthogonal over circular multiply connected domains, Journal of Approximation Theory, 251 (2020), 105347.
A. Kuijlaars, E. Miña-Díaz, Universality for conditional measures of the sine point process, Journal of Approximation Theory, 243 (2019) 1-24.
E. Miña-Díaz, B. Simanek, Spectral transforms of measures and orthogonal polynomials on regions, Journal of Mathematical Analysis and Applications, 407 (2013) 290-304.
P. Dragnev, E. Miña-Díaz, Asymptotic behavior and zero distribution of Carleman orthogonal polynomials, Journal of Approximation Theory, 162 (2010) 1982-2003.
E. Miña-Díaz, An expansion for polynomials orthogonal over an analytic Jordan curve, Communications in Mathematical Physics, 285 (2009) 1109-1128.
E. Miña-Díaz, An asymptotic integral representation for Carleman orthogonal polynomials, Int. Math. Res. Notices, Vol. 2008 (2008), article ID rnn065, 38 pages.
Education
B.A. Mathematics, University of Havana (1998)
M.S. Mathematics, Vanderbilt University (2003)
Ph.D. Mathematics, Vanderbilt University (2006)