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Characteristic cycles of highest weight Harish-Chandra modules

São Paulo Journal of Mathematical Sciences, 2018-12, Vol.12 (2), p.389-410

Zierau, R.

2018

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CHARACTERISTIC CYCLES OF HIGHEST WEIGHT HARISH-CHANDRA MODULES FOR Sp(2n,R)

Transformation groups, 2017-09, Vol.22 (3), p.591-630

2017

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The Dirac cohomology of a finite dimensional representation

Proceedings of the American Mathematical Society, 2014-05, Vol.142 (5), p.1507-1512

2014

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SMOOTH COMPONENTS OF SPRINGER FIBERS

Annales de l'Institut Fourier, 2011, Vol.61 (5), p.2139-2182

2011

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Principal series representations and harmonic spinors

Advances in mathematics (New York. 1965), 2006-01, Vol.199 (1), p.1-28

2006

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Components of Springer fibers associated to closed orbits for the symmetric pairs (Sp(2n),Sp(2p)×Sp(2q)) and (SO(2n),GL(n)), II

Journal of pure and applied algebra, 2015-04, Vol.219 (4), p.1103-1121

2015

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Components of Springer fibers associated to closed orbits for the symmetric pairs (Sp(2n),Sp(2p)×Sp(2q)) and (SO(2n),GL(n)) I

Journal of pure and applied algebra, 2013-10, Vol.217 (10), p.1807-1824

2013

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Components of Springer fibers associated to closed orbits for the symmetric pairs and I

Journal of pure and applied algebra, 2013-10, Vol.217 (10), p.1807-1824

2013

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Components of Springer fibers associated to closed orbits for the symmetric pairs ( Sp ( 2 n ) , GL ( n ) ) and ( O ( n ) , O ( p ) × O ( q ) ) I

Journal of algebra, 2011-11, Vol.345 (1), p.109-136

2011

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Harmonic spinors on semisimple symmetric spaces

Journal of functional analysis, 2003-03, Vol.198 (2), p.536-557

2003

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Components of Springer fibers associated to closed orbits for the symmetric pairs ( Sp ( 2 n ) , GL ( n ) ) and ( O ( n ) , O ( p ) × O ( q ) ) II

Journal of algebra, 2011-11, Vol.345 (1), p.100-108

2011

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Square integrable harmonic forms and representation theory

Duke mathematical journal, 1998-04, Vol.92 (3)

1998

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Certain components of Springer fibers and associated cycles for discrete series representations of ( , )

Representation theory, 2008-10, Vol.12 (16), p.403-434

2008

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Domains of holomorphy and representations¶of SL ( n ,R)

Manuscripta mathematica, 2001-12, Vol.106 (4), p.429-441

2001

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Unitarization of a singular representation of SO(p,q)

Communications in mathematical physics, 1991-05, Vol.138 (2), p.245-258

1991

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Unitarization of a singular representation ofSO(p, q)

Communications in mathematical physics, 1991-05, Vol.138 (2), p.245-258

1991

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Intertwining operators into Dolbeault cohomology representations

Journal of functional analysis, 1992-08, Vol.107 (2), p.302-341

1992

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Linear cycle spaces in flag domains

Mathematische annalen, 2000-03, Vol.316 (3), p.529-545

2000

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A Singular Representation of E6

Transactions of the American Mathematical Society, 1994-02, Vol.341 (2), p.771-785

1994

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Prehomogeneous vector spaces and ergodic theory II

Transactions of the American Mathematical Society, 2000-01, Vol.352 (4), p.1687-1708

2000

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Cayley transforms and orbit structure in complex flag manifolds

Transformation groups, 1997-12, Vol.2 (4), p.391-405, Article 391

1997

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A Singular Representation of E 6

Transactions of the American Mathematical Society, 1994-02, Vol.341 (2), p.771

1994

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A singular representation of

Transactions of the American Mathematical Society, 1994-01, Vol.341 (2), p.771-785

1994

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A construction of harmonic forms on U (p+1,q)/U(p,q)×U(1)

Pacific journal of mathematics, 1989-10, Vol.139 (2), p.377-399

ZIERAU, R

1989

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The automorphism groups of complex homogeneous spaces

Mathematische annalen, 1997-03, Vol.307 (3), p.489-503

1997

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Characteristic cycles of highest weight Harish-Chandra modules

CHARACTERISTIC CYCLES OF HIGHEST WEIGHT HARISH-CHANDRA MODULES FOR Sp(2n,R)

The Dirac cohomology of a finite dimensional representation

SMOOTH COMPONENTS OF SPRINGER FIBERS

Principal series representations and harmonic spinors

Components of Springer fibers associated to closed orbits for the symmetric pairs (Sp(2n),Sp(2p)×Sp(2q)) and (SO(2n),GL(n)), II

Components of Springer fibers associated to closed orbits for the symmetric pairs (Sp(2n),Sp(2p)×Sp(2q)) and (SO(2n),GL(n)) I

Components of Springer fibers associated to closed orbits for the symmetric pairs and I

Components of Springer fibers associated to closed orbits for the symmetric pairs ( Sp ( 2 n ) , GL ( n ) ) and ( O ( n ) , O ( p ) × O ( q ) ) I

Harmonic spinors on semisimple symmetric spaces

Components of Springer fibers associated to closed orbits for the symmetric pairs ( Sp ( 2 n ) , GL ( n ) ) and ( O ( n ) , O ( p ) × O ( q ) ) II

Square integrable harmonic forms and representation theory

Certain components of Springer fibers and associated cycles for discrete series representations of ( , )

Domains of holomorphy and representations¶of SL ( n ,R)

Unitarization of a singular representation of SO(p,q)

Unitarization of a singular representation ofSO(p, q)

Intertwining operators into Dolbeault cohomology representations

Linear cycle spaces in flag domains

A Singular Representation of E6

Prehomogeneous vector spaces and ergodic theory II

Cayley transforms and orbit structure in complex flag manifolds

A Singular Representation of E 6

A singular representation of

A construction of harmonic forms on U (p+1,q)/U(p,q)×U(1)

The automorphism groups of complex homogeneous spaces

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