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NMR Spectroscopy in Diagnosis and Monitoring of Methylmalonic and Propionic Acidemias. [PDF]
Deleanu C, Nicolescu A.
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Value chain interventions for improving women's economic empowerment: A mixed-methods systematic review and meta-analysis: A systematic review. [PDF]
Malhotra SK +10 more
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School-Based Interventions for Reducing Disciplinary School Exclusion. An Updated Systematic Review. [PDF]
Valdebenito S +5 more
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Proceedings 34th Symposium ESVN-ECVN 23rd-24th September 2022. [PDF]
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Bicomplex Weighted Bergman Spaces and Composition Operators
Advances in Applied Clifford Algebras, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Stanzin Dolkar, Sanjay Kumar
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2013
In this paper we study weighted Bergman spaces, through Green function and Mobius transformations, and its relationship and remarkable differences with the F(p, q, s) Zhao spaces and so with other classical weighted function spaces.
L. Luís Javier Carmona +2 more
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In this paper we study weighted Bergman spaces, through Green function and Mobius transformations, and its relationship and remarkable differences with the F(p, q, s) Zhao spaces and so with other classical weighted function spaces.
L. Luís Javier Carmona +2 more
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Hankel Operators on Weighted Bergman Spaces
American Journal of Mathematics, 1988The authors study Hankel operators on weighted Bergman spaces and establishes the connection between an analytic function f and the Hankel operator generated by f on certain weighted Bergman spaces consisting of analytic functions on the unit disk \(\Delta\). Contents. Introduction. 1. Background. 2. General properties of Hankel operators. 3.
Arazy, J., Fisher, S. D., Peetre, J.
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Angle operators on weighted Bergman spaces
Journal of Mathematical Physics, 2002Among the multiplication operators on weighted Bergman Hilbert spaces are those where the multiplying function (operator symbol) depends only on the angular polar coordinate in the unit disk: we call these “angle operators.” As these Hilbert spaces carry a CCR representation unitarily equivalent to the Schrödinger representation, angle operators are ...
Dubin, D. A., Hennings, M. A.
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