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Varolin, Dror - Department of Mathematics, SUNY at Stony Brook
A UNIVERSAL METRIC FOR THE CANONICAL BUNDLE OF A HOLOMORPHIC FAMILY OF PROJECTIVE ALGEBRAIC MANIFOLDS
Holomorphic Diffeomorphisms of Semisimple Homogeneous Spaces
INTERPOLATION AND SAMPLING FOR GENERALIZED BERGMAN SPACES ON FINITE RIEMANN SURFACES.
INTERPOLATION AND SAMPLING HYPERSURFACES FOR THE BARGMANN-FOCK SPACE IN HIGHER DIMENSIONS
Positivity conditions for Hermitian symmetric functions Dedicated to Yum-Tong Siu on the occasion of his sixtieth birthday.
ANALYTIC INVERSION OF ADJUNCTION: EXTENSION THEOREMS WITH GAIN
A Takayama-type Extension Theorem Dror Varolin
GEOMETRY OF HERMITIAN ALGEBRAIC FUNCTIONS. QUOTIENTS OF SQUARED NORMS
DIVISION THEOREMS AND TWISTED COMPLEXES DROR VAROLIN
SUFFICIENT CONDITIONS FOR INTERPOLATION AND SAMPLING HYPERSURFACES IN THE BERGMAN BALL
