Theses most similar to Admissible nilpotent coadjoint orbits of p-adic reductive Lie groups (Nevins, Monica, 1973-; 1998) read it

Branching from K to M for split classical groups

McCarthy, Nicholas (Nicholas Aaron) (2005)

  • Advisor: David A. Vogan, Jr.
  • Department of Mathematics
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Nilpotent orbits and the affine flag manifold

Sommers, Eric Nathan, 1971- (1997)

  • Advisor: George Lusztig
  • Department of Mathematics
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Coadjoint orbits and induced representations

Li, Zongyi (1993)

  • Advisor: Victor Guillemin
  • Department of Mathematics
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Unitary representations of U (p,q) and generalized Robinson-Schensted algorithms

Trapa, Peter E., 1974- (1998)

  • Advisor: David A. Vogan, Jr.
  • Department of Mathematics
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Howe's rank and dual pair correspondence in semistable range

He, Hongyu L. (Hongyu Livingstone), 1972- (1998)

  • Advisor: David Vogan
  • Department of Mathematics
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Representations of semisimple Lie groups and an enveloping algebra decomposition.

Lepowsky, J. (James) (1970)

  • Advisors: Bertram Kostant; Sigurdur Helgason
  • Department of Mathematics
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Fourier transforms of Nilpotent Orbits, limit formulas for reductive lie groups, and wave front cycles of tempered representations

Harris, Benjamin (Benjamin London) (2011)

  • Advisor: David Vogan
  • Department of Mathematics
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Small unitary representations of the double cover of SL(m)

Lucas, Adam (Adam Ronald), 1969- (1999)

  • Advisor: David Vogan
  • Department of Mathematics
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Spherical D̳-modules and representations of reductive lie groups

Bien, Frédéric Vincent (1986)

  • Advisor: Joseph N. Bernstein
  • Department of Mathematics
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Quantum intertwiners and integrable systems

Sun, Yi (2016)

  • Advisor: Pavel Etingof
  • Department of Mathematics
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