TY  - DATA
AU  - Ramirez de Arellano E
TI  - Operator theory for complex and hypercomplex analysis: operator theory for complex and hypercomplex analysis, December 1217, 1994, Mexico City, Mexico 
T2  - Contemporary mathematics 
SN  - 9780821878040 (online)
PY  - 1998///
CY  - Providence, RI
PB  - American Mathematical Society
KW  - Functions of complex variables
KW  - Mathematical analysis
KW  - Operator theory
N1  - 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  ;; 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; 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
UR  - http://www.ams.org/conm/212/
ER  -