Titlebook: Operator and Matrix Theory, Function Spaces, and Applications; International Worksh Marek Ptak,Hugo J. Woerdeman,Micha? Wojtylak Conference

項目

On the Berger-Coburn Phenomenon,racterization of Schatten class Hankel operators while Xia’s approach is elementary and heavily uses the explicit basis vectors of ., which cannot be found for the weighted Fock spaces that we consider. We also formulate four open problems.

暖昧關(guān)系

FEMUR

Gullible

,Branching Symplectic Monogenics Using a Mickelsson–Zhelobenko Algebra,ical Fischer decomposition in harmonic analysis. Due to the infinite nature of the solution spaces for the symplectic Dirac operators, this is a non-trivial question: both the summands appearing in the decomposition and their explicit embedding factors will be determined in terms of a suitable Mickelsson–Zhelobenko algebra.

crockery

Maximal Noncompactness of Singular Integral Operators on , Spaces with Some Khvedelidze Weights,ailed proof of the maximal noncompactness of the operator . on . spaces with the Khvedelidze weights . satisfying .. This result was announced by Naum Krupnik in 2010, but its proof has never been published.

神秘

DEI

On de Finetti-Type Theorems,l generalizations both in classical and noncommutative settings. In this paper, we discuss a series of recent results that extend de Finetti’s theorem to various non-commutative models, including Bolean, monotone, CAR algebra as well as .-graded .-algebras.

Diluge

minion

石墨

Small Rank Perturbations of ,-Expansive Matrices,In this paper small rank perturbations of .-expansive and .-unitary matrices are explored. Particular attention is given to the location of eigenvalues with respect to the unit circle for these classes of matrices. The canonical form (in the .-unitary case) and the simple form (in the .-expansive case) for the pair . will be the starting point.