activity
20172026
most citedCorrespondence theory on -Fock spaces with applications to Toeplitz algebras

25 citations · 50 across the 22 of their papers we have counts for

collaborators

27 papers

physics.ao-ph2026

Do Climate Models Need Microphysical and Convective Parameterizations to Generate Accurate Precipitation Fields?

Raul Moreno, Dale Durran

Accurately representing surface precipitation is crucial for the operational use of weather and climate models. Presently, global numerical weather prediction (NWP) models struggle…

math.FA2026

Orlicz Space Interpolation and Its Applications to Operator Convolution

Wolfram Bauer, Robert Fulsche, Joachim Toft

We prove a strong-type interpolation result for noncommutative Orlicz spaces over semifinite von Neumann algebras. Based on this result, we obtain Young-type convolution estimates…

math.FA2025

The function-operator convolution algebra over the Bergman space of the ball and its Gelfand theory

Vishwa Dewage, Robert Fulsche, Gestur Ólafsson

We investigate the structure of the commutative Banach algebra formed as the direct sum of integrable radial functions on the disc and the radial operators on the Bergman space, en…

math.FA2025

Fredholm operators on abelian phase spaces

Robert Fulsche, Raffael Hagger

We study the Fredholm property for linear operators on coorbit spaces over locally compact abelian phase spaces. As a special case we consider operators on , where is a…

math.FA2025

Rotationally-continuous operators on the Fock space

Robert Fulsche

We study operators on the Fock space on which by adjoining the rotation operators implements a continuous action of the circle group. We prove that this class of operators can be i…

math.FA2025

Convolutions of Orlicz spaces and Orlicz Schatten classes, with applications to Toeplitz operators

Wolfram Bauer, Robert Fulsche, Joachim Toft

Let be a Young function. We study convolution properties for symbol classes , which consist of all such that the pseudo-differential operator $\operatorname{Op} _A…