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Verma Modules Over the Generalized Heisenberg-Virasoro Algebra

Authors: Shen, Ran; Jiang, Qifen; Su, Yucai

Source: Communications in Algebra, Volume 36, Number 4, April 2008 , pp. 1464-1473(10)

Publisher: Taylor and Francis Ltd

Andersen Filtration and Hard Lefschetz

Author: Soergel, Wolfgang

Source: Geometric & Functional Analysis GAFA, Volume 17, Number 6, March 2008 , pp. 2066-2089(24)

Publisher: Springer

Dirac Operator in Two Variables from the Viewpoint of Parabolic Geometry

Author: Franek, Peter

Source: Advances in Applied Clifford Algebras, Volume 17, Number 3, August 2007 , pp. 469-480(12)

Publisher: Springer

The Structure of pre-Verma Modules over the N = 1 Ramond Algebra

Authors: Iohara, Kenji; Koga, Yoshiyuki

Source: Letters in Mathematical Physics, Volume 78, Number 1, October 2006 , pp. 89-96(8)

Publisher: Springer

Verma Modules for Yangians

Authors: Billig, Y.; Futorny, V.; Molev, A.

Source: Letters in Mathematical Physics, Volume 78, Number 1, October 2006 , pp. 1-16(16)

Publisher: Springer

Verma Modules Over Generalized Block Algebras B ( b (1) , b (2) )

Author: Wang, Xian-Dong

Source: Communications in Algebra, Volume 34, Number 2, Number 2/January 2006 , pp. 415-424(10)

Publisher: Taylor and Francis Ltd

Verma-Type Modules for Quantum Affine Lie Algebras

Authors: Futorny, Vyacheslav; Grishkov, Alexander; Melville, Duncan

Source: Algebras and Representation Theory, Volume 8, Number 1, March 2005 , pp. 99-125(27)

Publisher: Springer

A Reduction Theorem for Highest Weight Modules over Toroidal Lie Algebras

Authors: Dimitrov, Ivan; Futorny, Vyacheslav; Penkov, Ivan

Source: Communications in Mathematical Physics, Volume 250, Number 1, August 2004 , pp. 47-63(17)

Publisher: Springer

On Kashiwara's equivalence in positive characteristic

Author: Kaneda, Masaharu

Source: manuscripta mathematica, Volume 114, Number 4, August 2004 , pp. 457-468(12)

Publisher: Springer

Quantum Coadjoint Orbits of GL(n) and Generalized Verma Modules

Authors: Donin, J.; Mudrov, A.

Source: Letters in Mathematical Physics, Volume 67, Number 3, March 2004 , pp. 167-184(18)

Publisher: Springer

Extensions of ''thickened'' Verma modules of the Virasoro algebra

Author: Brown K.S.

Source: Journal of Algebra, Volume 269, Number 1, 1 November 2003 , pp. 160-188(29)

Publisher: Elsevier

Verma modules over generalized Virasoro algebras Vir[G]

Authors: Hu J.; Wang X.-D.; Zhao K.-M.

Source: Journal of Pure and Applied Algebra, Volume 177, Number 1, 8 January 2003 , pp. 61-69(9)

Publisher: Elsevier

On multiplicities of simple subquotients in generalized Verma modules

Authors: Khomenko A.; Mazorchuk V.

Source: Czechoslovak Mathematical Journal, Volume 52, Number 2, June 2002 , pp. 337-343(7)

Publisher: Springer

The Zhang Transformation and U_q(osp(1,2l))-Verma Modules Annihilators

Author: Lanzmann E.

Source: Algebras and Representation Theory, Volume 5, Number 3, August 2002 , pp. 235-258(24)

Publisher: Springer

An Equivalence of Two Categories of sl(n,C)-Modules

Authors: König S.; Mazorchuk V.

Source: Algebras and Representation Theory, Volume 5, Number 3, August 2002 , pp. 319-329(11)

Publisher: Springer

Classification of Irreducible Nonzero Level Modules with Finite-Dimensional Weight Spaces for Affine Lie Algebras

Authors: Futorny V.; Tsylke A.

Source: Journal of Algebra, Volume 238, Number 2, 15 April 2001 , pp. 426-441(16)

Publisher: Elsevier

Generalized Verma Modules Induced from sl(2,C) and Associated Verma Modules

Authors: Khomenko O.; Mazorchuk V.

Source: Journal of Algebra, Volume 242, Number 2, 15 August 2001 , pp. 561-576(16)

Publisher: Elsevier

Down–Up Algebras and Their Representations

Author: Kulkarni R.S.

Source: Journal of Algebra, Volume 245, Number 2, November 2001 , pp. 431-462(32)

Publisher: Academic Press

Generalized Verma Modules Induced from sl(2, ) and Associated Verma Modules

Authors: Khomenko O.; Mazorchuk V.

Source: Journal of Algebra, Volume 242, Number 2, August 2001 , pp. 561-576(16)

Publisher: Academic Press

Classification of Irreducible Nonzero Level Modules with Finite-Dimensional Weight Spaces for Affine Lie Algebras

Authors: Futorny V.; Tsylke A.

Source: Journal of Algebra, Volume 238, Number 2, April 2001 , pp. 426-441(16)

Publisher: Academic Press