activity
19922021
most citedThe -complex on weighted Bergman spaces on Hermitian manifolds

4 citations · 16 across the 19 of their papers we have counts for

collaborators

19 papers

math.CV2021

The generalized -complex on the Segal Bargmann space

Friedrich Haslinger

We study certain densely defined unbounded operators on the Segal-Barg\-mann space, related to the annihilation and creation operators of quantum mechanics. We consider the corresp…

math.DG2020★ 3 cited

The -Operator and Real Holomorphic Vector Fields

Friedrich Haslinger, Duong Ngoc Son

Let be a Hermitian manifold and a smooth weight function on . The -complex on weighted Bergman spaces of holomorphic -for…

math.CV2019

Sharp pointwics estimate for Fock spaces

Friedrich Haslinger, David Kalaj, Djordjije Vujadinovic

Firstly we establish a sharp pointwise estimate for the arbitrary derivative of the function where denotes the Fock space for Then, in a…

math.CV2019★ 4 cited

The -complex on weighted Bergman spaces on Hermitian manifolds

Friedrich Haslinger, Duong Ngoc Son

In this paper, we investigate the -complex on weighted Bergman spaces on Hermitian manifolds satisfying a certain holomorphicity/duality condition. This generalizes the s…

math.CV2018

The -complex on the Fock space

Friedrich Haslinger

We study certain densely defined unbounded operators on the Fock space. These are the annihilation and creation operators of quantum mechanics. In several complex variables we have…

math.CV2017

Pauli operators and the d-bar-Neumann problem

Friedrich Haslinger

We apply methods from complex analysis, in particular the d-bar-Neumann operator, to investigate spectral properties of Pauli operators.