Operator theory for complex and hypercomplex analysis : operator theory for complex and hypercomplex analysis, December 1217, 1994, Mexico City, Mexico
Material type: Computer fileSeries: Contemporary mathematics ; v. 212Publication details: Providence, RI : American Mathematical Society, c1998Description: 1 online resource (ix, 298 p.)ISBN: 9780821878040 (online)Subject(s): Functions of complex variables | Mathematical analysis | Operator theoryOnline resources: Click here to access onlineItem type | Current library | Call number | URL | Status | Date due | Barcode | Item holds |
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electronic book | ICTS | Link to resource | Accessible Online | EBK21216 |
Proceedings of an international conference.
Includes bibliographical references.
The Bergman projection on sectorial domains ; Subelliptic geometry ; Higher order Cauchy Pompeiu operators ; A polydisk version of Beurling's characterization for invariant subspaces of finite multicodimension ; A representation of solutions with singularities ; Bounded monogenic functions on unbounded domains ; ^2 holomorphic functions on pseudoconvex coverings ; On some operators in Clifford analysis ; Toeplitz ^* lgebras over nonconvex cones and pseudosymmetric spaces ; On an application of the BochnerMartinelli operator ; Local estimates for fractional integral operators and potentials ; Hankel operators on Clifford valued Bergman space ; Weitzenbock type formulas and joint seminormality ; ^* lgebras of pseudodifferential operators and limit operators ; Bargmann projection, threevalued functions and corresponding Toeplitz operators ; Singular integral operators in the overline \partial theory on convex domains in bf C^n ; Differentiation and integration of variable order and the spaces ^p(x) ; Twistor quantization of loop spaces and general Kahler manifolds ; On a class of integral representations related to the twodimensional Helmholtz operator ; Cocycles on the gauge group and the algebra of ChernSimons classes ; Boundary value problems treated with methods of Clifford analysis ; Analytic models of the quantum harmonic oscillator ; Interesting relations in Fock space ; Quantization: some problems, tools, and applications David E Barrett ; Richard Beals Bernard Gaveau and Peter Greiner ; Heinrich Begehr and Gerald N Hile ; Mischa Cotlar and Cora Sadosky ; Bert Fischer and Nikolai Tarkhanov ; Edwin Franks and John Ryan ; M Gromov G Henkin and M Shubin ; Klaus Gurlebeck ; U Hagenbach and H Upmeier ; A M Kytmanov and S G Myslivets ; N K Karapetyants ; Chun Li and Zhijian Wu ; Mircea Martin and Norberto Salinas ; V S Rabinovich ; Enrique Ramirez de Arellano and Nikolai Vasilevski ; R Michael Range ; Stefan G Samko ; A G Sergeev ; Michael Shapiro and Luis Manuel Tovar ; M M Smirnov ; Wolfgang Sprossig ; Franciszek Hugon Szafraniec ; Alexander Turbiner ; Andre Unterberger
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