2 citations · 5 across the 9 of their papers we have counts for
11 papers
Approximation numbers of differences of composition operators
Frédéric Bayart, Clifford Gilmore, Sibel Sahin
In this study we consider the approximation numbers of differences of composition operators acting on the Hardy-Hilbert space H 2 (D). We obtain both upper and lower bounds for the…
Density Property and Composition Operators on Spaces of Finitely Connected Planar Domains
Sibel Sahin
In this work, the density in spaces of finitely connected planar domains and the boundedness of composition operators on these function spaces are studied. Density of the al…
Magnetic Geodesics on the Space of Kähler Potentials
Sibel Sahin
In this work, magnetic geodesics over the space of Kähler potentials are studied through a variational method for a generalized Landau-Hall functional. The magnetic geodesic equati…
Angular Derivatives and Boundary Values of H(b) Spaces of Unit Ball of
Sibel Sahin
In this work we study deBranges-Rovnyak spaces, , on the unit ball of . We give an integral representation of the functions in through the Clark measure…
m-Pluripotential Theory on Riemannian Spaces and Tropical Geometry
Sibel Sahin
In this study we extend the concepts of -pluripotential theory to the Riemannian superspace formalism. Since in this setting positive supercurrents and tropical varieties are cl…
Toric Pluripotential Theory
Vincent Guedj, Ahmed Zeriahi, Dan Coman +1
We study finite energy classes of quasiplurisubharmonic (qpsh) functions in the setting of toric compact K{ä}hler manifolds. We characterize toric qpsh functions and give necessary…