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Operator Theory for Complex and Hypercomplex Analysis
About this Title
E. Ramírez de Arellano, N. Salinas, M. V. Shapiro and N. L. Vasilevski, Editors
Publication: Contemporary Mathematics
Publication Year:
1998; Volume 212
ISBNs: 978-0-8218-0677-7 (print); 978-0-8218-7804-0 (online)
DOI: https://doi.org/10.1090/conm/212
MathSciNet review: 1486585
ReadershipTable of Contents
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Front/Back Matter
Articles
- David E. Barrett – The Bergman projection on sectorial domains [MR 1486586]
- Richard Beals, Bernard Gaveau and Peter Greiner – Subelliptic geometry [MR 1486587]
- Heinrich Begehr and Gerald N. Hile – Higher order Cauchy Pompeiu operators [MR 1486588]
- Mischa Cotlar and Cora Sadosky – A polydisk version of Beurling’s characterization for invariant subspaces of finite multi-codimension [MR 1486589]
- Bert Fischer and Nikolai Tarkhanov – A representation of solutions with singularities [MR 1486590]
- Edwin Franks and John Ryan – Bounded monogenic functions on unbounded domains [MR 1486591]
- M. Gromov, G. Henkin and M. Shubin – $L^2$ holomorphic functions on pseudo-convex coverings [MR 1486592]
- Klaus Gürlebeck – On some operators in Clifford analysis [MR 1486593]
- U. Hagenbach and H. Upmeier – Toeplitz $C^*$-algebras over non-convex cones and pseudo-symmetric spaces [MR 1486594]
- A. M. Kytmanov and S. G. Myslivets – On an application of the Bochner-Martinelli operator [MR 1486595]
- N. K. Karapetyants – Local estimates for fractional integral operators and potentials [MR 1486596]
- Chun Li and Zhijian Wu – Hankel operators on Clifford valued Bergman space [MR 1486597]
- Mircea Martin and Norberto Salinas – Weitzenböck type formulas and joint seminormality [MR 1486598]
- V. S. Rabinovich – $C^*$-algebras of pseudodifferential operators and limit operators [MR 1486599]
- Enrique Ramírez de Arellano and Nikolai Vasilevski – Bargmann projection, three-valued functions and corresponding Toeplitz operators [MR 1486600]
- R. Michael Range – Singular integral operators in the $\overline \partial$ theory on convex domains in $\textbf {C}^n$ [MR 1486601]
- Stefan G. Samko – Differentiation and integration of variable order and the spaces $L^{p(x)}$ [MR 1486602]
- A. G. Sergeev – Twistor quantization of loop spaces and general Kähler manifolds [MR 1486603]
- Michael Shapiro and Luis Manuel Tovar – On a class of integral representations related to the two-dimensional Helmholtz operator [MR 1486604]
- M. M. Smirnov – Cocycles on the gauge group and the algebra of Chern-Simons classes [MR 1486605]
- Wolfgang Sprössig – Boundary value problems treated with methods of Clifford analysis [MR 1486606]
- Franciszek Hugon Szafraniec – Analytic models of the quantum harmonic oscillator [MR 1486607]
- Alexander Turbiner – Interesting relations in Fock space [MR 1486608]
- André Unterberger – Quantization: some problems, tools, and applications [MR 1486609]