Gradient-type differential operators and unitary highest weight representations of SU(p, q)

Author:

Davidson M.G.,Stanke R.J.

Publisher

Elsevier BV

Subject

Analysis

Reference22 articles.

1. Compactification of arithmetic quotients of bounded symmetric domains;Baily;Ann. of Math.,1966

2. Knapp-Wallach Szegö integrals and generalized principal series representations: The parabolic rank one case;Blank;J. Funct. Anal.,1985

3. The harmonic representation of U(p, q) and its connection with the generalized unit disk;Davidson;Pacific J. Math.,1987

4. M. G. Davidson and R. J. Stanke, Differential operators and the harmonic representation of U(p, q), preprint.

5. A proof of a conjecture of Kashiwara and Vergne;Enright,1981

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1. Boundary Value Problems for Various Boundaries of Hermitian Symmetric Spaces;Journal of Functional Analysis;2000-02

2. Szegő maps and highest weight representations;Pacific Journal of Mathematics;1993-03-01

3. An L 2 -Cohomology Construction of Unitary Highest Weight Modules for U(p, q);Transactions of the American Mathematical Society;1991-02

4. An ²-cohomology construction of unitary highest weight modules for (,);Transactions of the American Mathematical Society;1991

5. Covariant differential operators;Mathematische Annalen;1990-12

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