Theses most similar to those of author Lepowsky, J. (James)

Representations of semisimple Lie groups and an enveloping algebra decomposition. (1970) read it

Finite-particle representations and states of the canonical commutation relations.

Chaiken, Jan M (1966)

  • Advisor: Irving E. Segal
  • Department of Mathematics
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Geometric quantization and dynamical constructions on the space of Kähler metrics

Rubinstein, Yanir Akiva (2008)

  • Advisor: Gang Tian
  • Department of Mathematics
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Admissible nilpotent coadjoint orbits of p-adic reductive Lie groups

Nevins, Monica, 1973- (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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Whittaker functions on metaplectic groups

McNamara, Peter James (2010)

  • Advisor: Benjamin Brubaker
  • 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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Lie algebra cohomology and the representations of semisimple Lie groups

Vogan, David A., 1954- (1976)

  • Advisor: Bertram Kostant
  • Department of Mathematics
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Duality for projective varieties

Hefez, Abramo (1985)

  • Advisor: Steven L. Kleiman
  • 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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Some results on principal series for GL(n,R).

Speh, Birgit Else Marie (1977)

  • Advisor: Bertram Kostant
  • Department of Mathematics
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