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Zhu, Chen-Bo - Department of Mathematics, National University of Singapore
THETA LIFTING OF UNITARY LOWEST WEIGHT MODULES AND THEIR ASSOCIATED CYCLES
DEGENERATE PRINCIPAL SERIES AND LOCAL THETA CORRESPONDENCE III
What is a group of symmetries? Objects with symmetries
THE EXPLICIT DUALITY CORRESPONDENCE OF Sp(p, q), O
ASIAN J. MATH. c 2004 International Press Vol. 8, No. 4, pp. 861880, December 2004 013
TWO PROBLEMS ON THE SUPPORT OF FOURIER TRANFORM OF SOME EIGENDISTRIBUTIONS
UNIQUENESS OF GINZBURG-RALLIS MODELS: THE ARCHIMEDEAN CASE
MULTIPLICITY ONE THEOREMS: THE ARCHIMEDEAN CASE BINYONG SUN AND CHEN-BO ZHU
FOURIER TRANSFORM AND RIGIDITY OF CERTAIN DISTRIBUTIONS
UNIQUENESS OF BESSEL MODELS: THE ARCHIMEDEAN CASE
EIGENDISTRIBUTIONS FOR ORTHOGONAL GROUPS AND REPRESENTATIONS OF SYMPLECTIC GROUPS
DUAL PAIR CORRESPONDENCE OF REPRESENTATIONS CHEN-BO ZHU
A GENERAL FORM OF GELFAND-KAZHDAN CRITERION BINYONG SUN AND CHEN-BO ZHU
REPRESENTATIONS WITH SCALAR K-TYPES AND APPLICATIONS
THETA LIFTING OF NILPOTENT ORBITS FOR SYMMETRIC PAIRS KYO NISHIYAMA, HIROYUKI OCHIAI, AND CHEN-BO ZHU
A NOTE ON SPECIAL ORTHOGONAL GROUPS FOLLOWING WALDSPURGER
Organizing Committee: Soo Teck Lee, Hung Yean Loke, ChenBo Zhu Many problems in representation theory involve understanding how a given