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Robert Berman
Professor
Algebra and Geometry-
Sharp bounds on the height of K-semistable Fano varieties I, the toric
case
Rolf Andreasson, Robert Berman
COMPOSITIO MATHEMATICA - 2024 -
The probabilistic vs the quantization approach to Kahler-Einstein
geometry
Robert Berman
Mathematische Annalen - 2023 -
The spherical ensemble and quasi-Monte-Carlo
designs
Robert Berman
Constructive Approximation - 2023 -
A variational approach to the yau-tian-donaldson
conjecture
Robert Berman, S. Boucksom, M. Jonsson
Journal of the American Mathematical Society - 2021 -
Convergence Rates for Discretized Monge-Ampere Equations and Quantitative Stability of Optimal
Transport
Robert Berman
Foundations of Computational Mathematics - 2021 -
From Monge–Ampère equations to envelopes and geodesic rays in the zero temperature
limit
Robert Berman
Mathematische Zeitschrift - 2019 -
Statistical mechanics of interpolation nodes, pluripotential theory and complex
geometry
Robert Berman
Annales Polonici Mathematici - 2019 -
Kähler-Einstein metrics, canonical random point processes and birational
geometry
Robert Berman
ALGEBRAIC GEOMETRY: SALT LAKE CITY 2015, PT 1 - 2018 -
Convexity of the K-energy on the space of Kähler metrics and uniqueness of extremal
metrics
Robert Berman, Bo Berndtsson
Journal of the American Mathematical Society - 2017 -
Real Monge-Ampere equations and Kahler-Ricci solitons on toric log Fano
varieties
Robert Berman, Bo Berndtsson
Annales de la faculté des sciences de Toulouse - 2013