Ford and Direchlet domains for cyclic subgroups of PSL[subscript]2(C) acting on H[superscript]3[subscript]R and [theta]H[superscript]3[subscript]R





The Dynkin diagram R-group

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The Dynkin diagram R-group / Dana Pascovici, 1972-.
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The closure diagrams for nilpotent orbits of the real forms E VI and E VII of E[subscript]7

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TX0005445052 / 1992-01-09
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February 2, 2001
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2001
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The closure diagrams for nilpotent orbits of the real forms E VI and E VII of E[subscript]7 / Dragomir Z. Dokovic.
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Dragomir Z. Dokovic
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Spherical functions of mixed symmetric spaces

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TX0005445053 / 1992-01-10
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April 23, 2001
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2001
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Spherical functions of mixed symmetric spaces / Bernhard Krotz, 1970-, Karl-Hermann Neeb, 1964-, and Gestur Olafsson, 1952-.
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Gestur Olafsson 1952-
Karl-Hermann Neeb 1964-
Bernhard Krotz 1970-
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Generic central extensions and projective representations of finite groups

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TX0005445055 / 1992-01-10
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June 5, 2001
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Generic central extensions and projective representations of finite groups / Rachel Quinlan, 1972-.
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Generic extensions and multiplicative bases of quantum groups at q=0

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TX0005445056 / 2002-01-10
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Generic extensions and multiplicative bases of quantum groups at q=0 / Markus Reineke.
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Tensor products of minimal holomorphic representations

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TX0005445057 / 2002-01-10
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June 15, 2001
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2001
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Tensor products of minimal holomorphic representations / Genkai Zhang, 1963-.
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Weyl modules for classical and quantum affine algebras

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TX0005445058 / 2002-01-10
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July 5, 2001
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Weyl modules for classical and quantum affine algebras / Vyjayanthi Chari, 1958-, and Andrew Pressley, 1954-.
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Andrew Pressley 1954-
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Semisymmetric polynomials and the invariant theory of matrix vector pairs

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TX0005445059 / 2002-01-10
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August 15, 2001
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Semisymmetric polynomials and the invariant theory of matrix vector pairs / Friedrich Knop, 1958-.
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The Hom-spaces between projective functors

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TX0005445060 / 2002-01-10
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September 10, 2001
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2001
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The Hom-spaces between projective functors / Erik Backelin.
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The closure diagram for nilpotent orbits of the split real form of E[subscript]7

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TX0005445061 / 2002-01-10
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October 3, 2001
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The closure diagram for nilpotent orbits of the split real form of E[subscript]7 / Dragomir Z. Dokovic.
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Hecke-Clifford superalgebras, crystals of type A[superscript](2)[subscript]2l and modular branching rules for S[subscript]n

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TX0005445062 / 2002-01-10
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Hecke-Clifford superalgebras, crystals of type A[superscript](2)[subscript]2l and modular branching rules for S[subscript]n / Jonathan Brundan, 1970-, and Alexander Kleschev, 1966-.
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Hecke-Clifford superalgebras, crystals of type A[superscript](2)[subscript]2l and modular branching rules for
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Jonathan Brundan 1970-
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Nonvanishing of a certain sesquilinear form in the theta correspondence

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October 30, 2001
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Nonvanishing of a certain sesquilinear form in the theta correspondence / Hongyu He, 1967-.
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Classification of admissible nilpotent orbits in simple exceptional real lie algebras of inner type

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TX0005445065 / 2002-01-10
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November 9, 2001
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Classification of admissible nilpotent orbits in simple exceptional real lie algebras of inner type / Alfred G. Noel, 1956-.
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Alfred G. Noel 1956-
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Classification of admissible nilpotent orbits in simple real lie algebras E[subscript]6(6) and E[subscript]6(-26)

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TX0005445066 / 2002-01-10
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Classification of admissible nilpotent orbits in simple real lie algebras E[subscript]6(6) and E[subscript]6(-26) / Alfred G. Noel, 1956-.
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Correction to The closure diagrams for nilpotent orbits of the real forms E VI and E VII of E[subscript]7

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TX0005445067 / 2002-01-10
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November 16, 2001
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2001
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Correction to The closure diagrams for nilpotent orbits of the real forms E VI and E VII of E[subscript]7 / Dragomir Z. Dokovic.
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Other Title:
The closure diagrams for nilpotent orbits of the real forms E VI and E VII of E[subscript]7
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Bounds for Fourier transforms of regular orbital integrals of p-Adic lie algebras

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TX0005445068 / 2002-01-10
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November 16, 2001
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Bounds for Fourier transforms of regular orbital integrals of p-Adic lie algebras / Rebecca A. Herb, 1948-.
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Comparisons of general linear groups and their metaplectic coverings II

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TX0005445069 / 2002-01-10
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November 27, 2001
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Comparisons of general linear groups and their metaplectic coverings II / Paul Mezo, 1968-.
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Analytic families of eigenfunctions on a reductive symmetric space

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TX0005445071 / 2002-01-10
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December 12, 2001
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Analytic families of eigenfunctions on a reductive symmetric space / E. P. VanDenBaan, 1956-, and H. Schlichtkrull, 1954-.
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H. Schlichtkrull 1954-
E. P. VanDe Baan 1956-
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On minuscule representations and the principle SL[subscript]2

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TX0005445072 / 2002-01-10
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July 27, 2000
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On minuscule representations and the principle SL[subscript]2 / Benedict H. Gross, 1950-.
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Commutative quantum current operators, semi-infinite construction and functional models

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TX0005445073 / 2002-01-10
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August 1, 2000
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Commutative quantum current operators, semi-infinite construction and functional models / Jintai Ding, 1967-, and Boris Feigin.
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On the generic degrees of cyclotomic algebras

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On the generic degrees of cyclotomic algebras / Gunter Malle.
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On the representation theory of Iwahori-Hecke algebras of extended finite Weyl groups

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TX0005445075 / 2002-01-10
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September 11, 2000
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On the representation theory of Iwahori-Hecke algebras of extended finite Weyl groups / Meinolf Geck.
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On the equivariant K-theory of the nilpotent cone

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TX0005445076 / 2002-01-10
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September 19, 2000
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2000
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On the equivariant K-theory of the nilpotent cone / Viktor Ostrik.
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Bases in equivariant K-theory II

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Bases in equivariant K-theory II / G. Lusztig, 1946-.
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The five exceptional simple lie superalgebras of vector fields and their fourteen regradings

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TX0005445078 / 2002-01-11
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October 13, 1999
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The five exceptional simple lie superalgebras of vector fields and their fourteen regradings / Irina Shchepochkina.
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The Howe duality and the projective representations of symmetric groups

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November 9, 1999
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The Howe duality and the projective representations of symmetric groups / Alexander Sergeev.
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Irreducible representations of solvable Lie superalgebras

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TX0005445080 / 2002-01-11
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November 9, 1999
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Irreducible representations of solvable Lie superalgebras / Alexander Sergeev.
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The shape of the Ford domains for [gamma, subscript]o(N)

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The shape of the Ford domains for [gamma, subscript]o(N) / Antonio Lascurain Orive.
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Antonio Lascurain Orive
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Geometry of the Feigenbaum map

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Geometry of the Feigenbaum map / Xavier Buff.
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Ford and Direchlet domains for cyclic subgroups of PSL[subscript]2(C) acting on H[superscript]3[subscript]R and [theta]H[superscript]3[subscript]R

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TX0005445083 / 2002-01-11
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October 25, 1999
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Ford and Direchlet domains for cyclic subgroups of PSL[subscript]2(C) acting on H[superscript]3[subscript]R and [theta]H[superscript]3[subscript]R / Todd A. Drumm, 1961-, and Jonathan A. Poritz, 1964-.
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Ford and Direchlet domains for cyclic subgroups of PSL[subscript]2(C) acting on H[superscript]3[subscript]R and
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