THE STABILITY OF GRADED MULTIPLICITY IN THE SETTING OF THE KOSTANT-RALLIS THEOREM Academic Article uri icon

abstract

  • From a combinatorial point of view, we approach the problem of finding a graded generalization of the Kostant-Rallis theorem concerning the K-harmonic polynomials on p. Specifically, for each classical symmetric pair we obtain a stable range where the multiplicity of an irreducible K-representation in the degree d harmonic polynomials can be expressed in terms of Littlewood-Richardson coefficients. 2008 Birkhuser Boston.

published proceedings

  • TRANSFORMATION GROUPS

author list (cited authors)

  • Howe, R., Tan, E., & Willenbring, J. F.

citation count

  • 0

complete list of authors

  • Howe, Roger||Tan, Eng-Chye||Willenbring, Jeb F

publication date

  • December 2008