144 citations · 420 across the 30 of their papers we have counts for
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math.DG2014★ 7 cited
Geodesic Rays and Kähler-Ricci Trajectories on Fano Manifolds
Tamás Darvas, Weiyong He
Suppose is a Fano manifold and is a diverging Kähler-Ricci trajectory. We construct a bounded geodesic ray weakly asymptotic to , along…
math.DG2014
The Mabuchi Geometry of Finite Energy Classes
Tamás Darvas
We introduce different Finsler metrics on the space of smooth Kähler potentials that will induce a natural geometry on various finite energy classes . M…
math.DG2014
The Mabuchi Completion of the Space of Kähler Potentials
Tamás Darvas
Suppose is a compact Kähler manifold. Following Mabuchi, the space of smooth Kähler potentials can be endowed with a Riemannian structure, which induces an inf…