AbstractIn3and4, the indecomposable and irreducible Harish-Chandra modules over the Virasoro algebra are studied and classified. In this paper, we construct a class of indecomposable modules with infinite dimensional weight spaces over the Virasoro algebra. In some cases, the indecomposable modules are irreducible
AbstractIntrigued by a well-known theorem of Mathieu’s on Harish-Chandra modules over the Virasoro a...
In this paper, indecomposable and irreducible weight representations with 1-dimensional weight space...
AbstractLet F be a field of characteristic 0, not necessarily algebraically closed, and G be an addi...
We show that the support of a simple weight module over the Virasoro algebra, which has an infinite-...
Let G be a rank n additive subgroup of C and Vir[G] the corresponding Virasoro algebra of rank n. In...
AbstractIn the present paper, we study the nonzero level Harish-Chandra modules for the Virasoro-lik...
AbstractIn this paper, we first give a classification of indecomposable Harish-Chandra sl2(C)-module...
Abstract We describe graded contractions of Virasoro algebra. The highest weight representations of ...
AbstractLet Lˆ be the q-analog Virasoro-like algebra. In this paper we prove that any Harish-Chandra...
AbstractLet G be a rank n additive subgroup of C and Vir[G] the corresponding Virasoro algebra of ra...
We solve a long standing problem of the classification of all simple modules with finite-dimensional...
AbstractIn this paper, finite dimensional quotients of theq-Virasoro-like algebra are determined whe...
National Natural Science Foundation of China [10931006, 11101350, 11271165]In this paper, conjugate-...
The tensor product of highest weight modules with intermediate series modules over the Virasoro alge...
Abstract. We give a complete classification of the irreducible quasifinite modules for algebras of t...
AbstractIntrigued by a well-known theorem of Mathieu’s on Harish-Chandra modules over the Virasoro a...
In this paper, indecomposable and irreducible weight representations with 1-dimensional weight space...
AbstractLet F be a field of characteristic 0, not necessarily algebraically closed, and G be an addi...
We show that the support of a simple weight module over the Virasoro algebra, which has an infinite-...
Let G be a rank n additive subgroup of C and Vir[G] the corresponding Virasoro algebra of rank n. In...
AbstractIn the present paper, we study the nonzero level Harish-Chandra modules for the Virasoro-lik...
AbstractIn this paper, we first give a classification of indecomposable Harish-Chandra sl2(C)-module...
Abstract We describe graded contractions of Virasoro algebra. The highest weight representations of ...
AbstractLet Lˆ be the q-analog Virasoro-like algebra. In this paper we prove that any Harish-Chandra...
AbstractLet G be a rank n additive subgroup of C and Vir[G] the corresponding Virasoro algebra of ra...
We solve a long standing problem of the classification of all simple modules with finite-dimensional...
AbstractIn this paper, finite dimensional quotients of theq-Virasoro-like algebra are determined whe...
National Natural Science Foundation of China [10931006, 11101350, 11271165]In this paper, conjugate-...
The tensor product of highest weight modules with intermediate series modules over the Virasoro alge...
Abstract. We give a complete classification of the irreducible quasifinite modules for algebras of t...
AbstractIntrigued by a well-known theorem of Mathieu’s on Harish-Chandra modules over the Virasoro a...
In this paper, indecomposable and irreducible weight representations with 1-dimensional weight space...
AbstractLet F be a field of characteristic 0, not necessarily algebraically closed, and G be an addi...
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