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A unified representation-theoretic approach to special functions, hep-th 9312101, Functional Anal. and its Applic. 28 (1994)

by P I Etingof, A A Kirillov
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Merits versus Demerits of the Orbit Method

by A. A. Kirillov , 1999
"... This survey is the expanded version of my talk at the AMS meeting in April 1997. I explain to non-experts how to use the orbit method, discuss its strong and weak points and advertise some open problems. ..."
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This survey is the expanded version of my talk at the AMS meeting in April 1997. I explain to non-experts how to use the orbit method, discuss its strong and weak points and advertise some open problems.

ACKNOWLEDGEMENTS

by Howard Garl, Ian Grojnowski, David Kazhdan, Ian Macdonald , 1995
"... I would like to express my deep gratitude to my advisor Igor Frenkel for his guidance and encouragement throughout my study at Yale. Most of what I know about representation theory, mathematical physics and special functions comes from him. Also, I want to thank my friend and co-author Pavel Etingof ..."
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I would like to express my deep gratitude to my advisor Igor Frenkel for his guidance and encouragement throughout my study at Yale. Most of what I know about representation theory, mathematical physics and special functions comes from him. Also, I want to thank my friend and co-author Pavel Etingof; most of the results in this dissertation are based on our joint work, and would never be written without him; the idea of systematic study of the weighted traces of intertwiners belongs to him. His enthusiasm and new ideas often helped to find a new way when I was ready to give up. My understanding of the subjects discussed in this dissertation benefited a lot from fruitful discussions with other people, and among them Ivan Cherednik, Jintai
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...ore general scheme, which includes both the classical theory of characters and matrix elements and intertwining operators. This scheme was suggested in the joint paper of the author and Pavel Etingof =-=[EK1]-=- and developed in papers [EK2– EK5, E1, K1, K2]. Briefly it can be described as “theory of characters for intertwining operators”, which we call generalized characters. This approach allows to get in ...

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