Gordon Heier

Associate Professor of Mathematics
University of Houston Department of Mathematics

Research interests:

Algebraic Geometry, Complex Analysis, Differential Geometry, and Number Theory.

List of Research Keywords:

Effective methods in algebraic geometry, complex analysis, and number theory, multiplier ideal sheaves, vanishing theorems, positivity, Fujita Conjecture, Shafarevich Conjecture, Mordell Conjecture, integral and rational points, hyperbolicity, effective Nullstellensatz, finite type domains, complex Neumann problem, Kähler-Einstein metrics and Kähler-Ricci flow on Fano manifolds, (weakly) negative/positive curvature in complex differential geometry, holomorphic sectional curvature, (total) scalar curvature, uniruledness, rational connectedness.

US Federal Grants:

National Security Agency, Grant Number H98230-12-1-0235, 2012-2014.

Publications and Preprints: