Trace of Multiplication Operator Restricted to Invariant Subspaces of some Weighted Bergman Space
Let ω be a logarithmically subharmonic weight that is radial and reproducing for the origin, and L_a^2 (D,ωdA) be the weighted Bergman space. Let f be a bounded holomorphic function on the open unit disc, I be a z-invariant subspace of L_a^2 (D,ωdA), and
Faruk Yılmaz
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On the induced connection on sections of Toeplitz operators
The purpose of the present article is to show that an upper bound of the induced connection on sections of Toeplitz operators is bounded by a function of the Hankel and of the Toeplitz operators on a weighted Hilbert Bergman space on a bounded domain of ...
Mohammed El Aïdi
doaj
Integration Operators on Bergman Spaces with exponential weight
We study operators of the form T_{g}f\left( z\right) =\int\nolimits_{0}^{z}f\left( \xi \right) \,g^{\prime }\left( \xi \right) \,d\left( \xi \right) ( g is an ...
openaire +3 more sources
Ventral cervico-thoracic meningeal cyst resulting in myelopathy: Case report and literature review. [PDF]
Huang S +3 more
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Weighted iterated radial operators from weighted Bergman-Orlicz spaces to bounded-type spaces
The boundedness and compactness of weighted iterated radial operators from weighted Bergman-Orlicz spaces to a class of bounded-type spaces are characterized by constructing some special functions.
DENG Yun-Hui
doaj
Variations on the Bergman Cyclization Theme: Electrocyclizations of Ionic Penta-, Hepta-, and Octadiynes. [PDF]
Sirianni DA +10 more
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Implementing a global approach for efficiently simulating molecular dynamics in agent-based models of biological tissue. [PDF]
Bergman D, Jackson TL.
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Weighted Bergman spaces and the $\bar{\partial}-$equation
23 pages; Some minor mistakes are corrected; to appear in Trans ...
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The Ammann-Kramer-Neri tiling model of a P-ZnMgEr Bergman-type quasicrystal based on in-house X-ray diffraction. [PDF]
Buganski I +7 more
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