References
- Bala , P. and Carter , R. 1976 . Classes of unipotent elements in simple algebraic groups I . Math. Proc. Camb. Phil. Soc , 79 : 401 – 425 .
- Bala , P. and Carter , R. 1976 . Classes of unipotent elements in simple algebraic groups II . Math. Proc. Camb. Phil. Soc , 80 : 1 – 18 .
- Barbasch , D. and Vogan , D.A. 1982 . Primitive ideals and orbital integrals in complex classical groups . Math. Ann , 259 : 153 – 199 .
- Beilinson , A. and Bernstein , J. 1981 . Localisation de g-modules . C. R. Acad. Sci. Paris (A) , 292 : 15 – 18 .
- Borho , W. and Brylinski , J.L. 1985 . Differential operators on homogenous spaces HI . Inv. Math , 80 : 1 – 68 .
- Brylinski , J.L. and Kashiwara , M. 1981 . Kazhdan-Lusztig conjecture and holonomic systems . Inv. Math , 80 : 387 – 410 .
- Collingwood , D. and Mcgovern , W. 1993 . Nilpotent Orbits in Semisimple Lie Algebras , London : Chapman and Hall .
- Garfinkle , D. 1990 . On the classification of primitive ideals for complex classical Lie algebras, I . Comp. Math , 75 : 135 – 169 .
- Garfinkle , D. 1992 . On the classification of primitive ideals for complex classical Lie algebras, II . Comp. Math , 81 : 307 – 336 .
- Garfinkle , D. 1993 . On the classification of primitive ideals for complex classical Lie algebras, III . Comp. Math , 88 : 187 – 234 .
- Garfinkle D. On the classification of primitive ideals for complex classical Lie algebras IV in preparation
- Graham , W. and Vogan , D.A. Geometric quantization for nilpotent coadjoint orbits . Geometry and representation theory of real and p-adic Lie groups . 1994 , Cordoba. Boston : Birkhäuser . Progress in Math
- Hopkins , B. 1997 . “ Domino tableaux and single-valued wall-crossing operators ” . In Ph.D. dissertation , University of Washington .
- Hotta , R. 1984 . On Joseph's construction of Weyl group representations . Tohoku J. Math , 36 : 49 – 74 .
- Joseph , A. 1980 . Goldie rank in the enveloping algebra of a semisimple Lie algebra I,II . J. Alg , 65 : 269 – 306 .
- Joseph , A. 1984 . On the variety of a highest weight module . J. Alg , 88 : 238 – 278 .
- Kirillov , A. 1962 . Unitary representations of nilpotent Lie groups . Uspekhi Mat. Nauk , 17 : 57 – 110 .
- Van Leeuwen , M.A.A. 1989 . “ A Robins on-Schensted algorithm in the geometry of flags for classical groups ” . In Ph.D. dissertation , Utrecht : Rijksuniversiteit .
- Mcgovern , W. 1996 . Left cells and domino tableaux in classical Weyl groups . Comp. Math , 101 : 77 – 98 .
- Melnikov , A. 1992 . Robins on-Schensted procedure and combinatorial properties of geometric order si(n) . C. R. Acad. Sci. Paris , 315 : 709 – 714 .
- Melnikov , A. 1993 . Irreducibility of the associated variety of simple highest weight modules insl(n) . C. R. Acad. Sci. Paris , 316 : 53 – 57 .
- Mihov , D. 1996 . Quantization of nilpotent coadjoint orbits , preprint : M.I.T .
- Ozeki , H. and Wakimoto , M. 1972 . On polarizations of certain homogeneous spaces . Hiroshima Math. J , 2 : 445 – 482 .
- Spaltenstein , N. 1977 . On the fixed point set of a unipotent element on the variety of Borel subgroups . Topology , 16 : 203 – 204 .
- Spaltenstein , N. 1982 . “ Lecture Notes in Math ” . In Classes unipotentes et sous-groups de Borel , Berlin : Spinger . #946
- Steinberg , R. 1976 . On the desingularization of the unipotent variety . Inv. Math , 36 : 209 – 224 .
- Springer , T. 1978 . A construction of representations of Weyl groups . Inv. Math , 44 : 279 – 293 .
- Tanisaki , T. 1988 . Characteristic varieties of highest weight modules and primitive quotients . Adv. Stud. Pure Math , 14 : 1 – 30 .
- Vogan , D.A. 1979 . Irreducible characters of semisimple Lie groups I . Duke Math. J , 46 : 61 – 108 .