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Original Articles

CLASSIFICATION OF INFINITE DIMENSIONAL WEIGHT MODULES OVER THE LIE SUPERALGEBRA sl(2/1)

Pages 1301-1309 | Received 01 Oct 1999, Published online: 20 Aug 2006

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Read on this site (4)

Xiufu Zhang & Shaobin Tan. (2012) θ-Unitary representations for the W-algebra W(2,2). Linear and Multilinear Algebra 60:5, pages 533-543.
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Xiangqian Guo & Xuewen Liu. (2011) Whittaker Modules over Generalized Virasoro Algebras. Communications in Algebra 39:9, pages 3222-3231.
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Shoulan Gao & Cuipo Jiang. (2010) Representations for the Nongraded Virasoro-Like Algebra. Communications in Algebra 38:5, pages 1808-1846.
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Yucai Su & Linsheng Zhu. (2005) Representations of the Derivation Algebra of the Localization of the Quantum Plane at q = −1. Communications in Algebra 33:12, pages 4375-4382.
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Articles from other publishers (8)

Rencai Lü & Yaohui Xue. (2022) Bounded Weight Modules Over the Lie Superalgebra of Cartan W-type. Algebras and Representation Theory 26:3, pages 763-781.
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Yucai Su & Xiaoqing Yue. (2015) Classification of ℤ 2 -graded modules of intermediate series over a Block-type Lie algebra . Communications in Contemporary Mathematics 17:05, pages 1550059.
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Ying Xu & Xiaoqing Yue. (2015) $\mathcal{W}(a,b)$ Lie Conformal Algebra and Its Conformal Module of Rank One. Algebra Colloquium 22:03, pages 405-412.
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Wei Wang, Ying Xu & Taijie You. (2014) Classification of Indecomposable Modules of the Intermediate Series over Deformative Schrödinger-Virasoro Lie Algebras. Algebra Colloquium 21:02, pages 295-306.
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Weiqiang Lin & Yucai Su. (2013) Quasi-finite Irreducible Graded Modules for the Virasoro-like Algebra. Algebra Colloquium 20:02, pages 181-196.
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Gerhard Götz, Thomas Quella & Volker Schomerus. (2007) Representation theory of . Journal of Algebra 312:2, pages 829-848.
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Shang Yuan Lin & Bin Xin. (2005) Representations of a Noncommutative Associative Algebra Related to Quantum Torus of Rank Three. Acta Mathematica Sinica, English Series 21:6, pages 1521-1524.
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Yucai Su. (2003) Classification of Harish-Chandra Modules over the Higher Rank Virasoro Algebras. Communications in Mathematical Physics 240:3, pages 539-551.
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