Results 91 to 100 of about 498,404 (212)
Subprincipal Symbol for Toeplitz Operators [PDF]
We establish some subprincipal estimates for Berezin-Toeplitz operators on symplectic compact manifolds. From this, we construct a family of subprincipal symbol maps and we prove that these maps are the only ones satisfying some expected conditions.
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k-quasi-homogeneous Toeplitz operators on pluriharmonic Bergman space of the unit ball
In this paper, we study some basic properties of k-quasi-homogeneous Toeplitz operators on the pluriharmonic Bergman space of the unit ball, and obtain the symmetric properties of the commutator and semi-commutator consisting of two such operators.
DAI Xin, DONG Xing-Tang, ZHANG Ying-Ying
doaj
On the closed range problem for composition operators on the Dirichlet space
We characterize closed range composition operators on the Dirichlet space for a particular class of composition symbols. The characterization relies on a result about Fredholm Toeplitz operators with BMO1 symbols, and with Berezin transforms of vanishing
Zorboska Nina
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On the spectrum of a Toeplitz operator [PDF]
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Using Douglas theorem on factorization and range inclusion of bounded linear operators, we give the factorization of Hankel operators, range inclusion of Hankel and Toeplitz operators defined on vector-valued Hardy spaces.
Bhuia, Sudip Ranjan
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Block Toeplitz operators with frequency-modulated semi-almost periodic symbols
This paper is concerned with the influence of frequency modulation on the semi-Fredholm properties of Toeplitz operators with oscillating matrix symbols.
A. Böttcher, S. Grudsky, I. Spitkovsky
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Binormal Toeplitz operators on the Hardy space
We characterize binormal Toeplitz operators with analytic, or, coanalytic symbol functions. Furthermore, for a large class of nonanalytic, noncoanalytic Toeplitz operators which include Toeplitz operators with trigonometric or rational symbols, we prove ...
고응일
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Toeplitz Operators on the Weighted Bergman Space over the Two-Dimensional Unit Ball
We extend the known results on commutative Banach algebras generated by Toeplitz operators with radial quasi-homogeneous symbols on the two-dimensional unit ball.
Alma García, Nikolai Vasilevski
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Density of Toeplitz operators in rotation-invariant Toeplitz algebras
Abstract We use results and techniques from Werner’s “quantum harmonic analysis” to show that G-invariant Toeplitz operators on $$\mathcal {F}^2$$ F 2
Dewage, Vishwa, Mitkovski, Mishko
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Toeplitz operators acting on Hilbert spaces of analytic functions are among the most well studied examples of concrete operators. In our work we are interested in a cut-off property of such operators; namely, if the operator is small enough, does it have
Decio, Stefano
core

