Representation Theory of Lie Groups
(July 2002 - January 2003)

~ Papers and lecture notes ~

Latest update - 02 November 2009 11:53

 

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· Membership application

 

 

• THREE UNCERTAINTY PRINCIPLES FOR AN ABELIAN LOCALLY COMPACT GROUP
  Tomasz Przebinda, University of Oklahoma, USA
• THE DONOHO - STARK UNCERTAINTY PRINCIPLE FOR A FINITE ABELIAN GROUP
  Ewa Matusiak, Murad 謟aydn, Tomasz Przebinda, University of Oklahoma, Norman, USA
• AN ENTROPY-BASED UNCERTAINTY PRINCIPLE FOR A LOCALLY COMPACT ABELIAN GROUP
  Murad 謟aydin and Tomasz Przebinda,  University of Oklahoma, USA
• DUAL PAIRS AND KOSTANT-SEKIGUCHI CORRESPONDENCE. II. CLASSIFICATION OF NILPOTENT ELEMENTS
  Anderzej Daszkiewicz, Witold Kraskiewicz, Tomasz Przebinda, University of Oklahoma, USA
• LECTURES ON REPRESENTATIONS OF p-ADIC GROUPS
  Gordan Savin, University of Utah, USA
• ON CLASSIFICATION OF SOME CLASSES OF IRREDUCIBLE REPRESENTATIONS OF CLASSICAL p-ADIC GROUPS
  Marko Tadic, University of Zagreb, Croatia
• AN EXTERNAL APPROACH TO UNITARY REPRESENTATIONS
  Marko Tadic, University of Zagreb, Croatia
• REPRESENTATIONS OF CLASSICAL p-ADIC GROUPS
  Marko Tadic, University of Zagreb, Croatia
• HARMONIC ANALYSIS FOR REDUCTIVE p-ADIC GROUPS
  Stephen Debacker, University of Chicago, USA
• DIRAC OPERATORS IN REPRESENTATION THEORY
  Jing-Song Huang and Pavle Pandzic, HKUST, Hong Kong and University of Zagreb, Croatia
• MULTIPLICITY FREE ACTIONS
  Chal Benson and Gail Ratcliff, East Carolina University, USA
• MULTIPLICITY-FREE ACTIONS AND TENSOR ALGEBRAS
  Eng-Chye Tan, National University of Singapore, Singapore
• THETA LIFTING OF UNITARY LOWEST WEIGHT MODULES AND THEIR ASSOCIATED CYCLES
  Kyo Nishiyama, Kyoto University, Japan and Chen-Bo Zhu, National University of Singapore, Singapore
• THE COMBINATORICS OF MULTIPLICITY FREE SPACES
  Friedrich Knop Rutgers University, USA
• SPECIAL FUNCTIONS AND MULTIPLICITY FREE SPACES
  Friedrich Knop Rutgers University, USA

 

Organizers · Confirmed visitors · Overview · Schedule of talks and tutorials · Papers and lecture notes

· Membership application