AbstractThe integrable representations of Uq(osp(1, 2n)) are studied. The result shows that there are finite dimensional simple representations which are not deformations of the representations of U(osp(1, 2n)). A complete reducibility theorem is proved for the finite dimensional integrable representations
AbstractWe introduce a new way to study representations of the Lie superalgebra p(n). Since the cent...
AbstractBounded an unbounded Hilbert space ∗-Representations of theq-deformed Lie algebra of the gro...
Cette thèse consiste en une étude des représentations de dimension finie de la super-algèbre de Lie ...
We introduce a new way to study representations of the Lie superalgebra $p(n)$. Since the center of ...
We classify the finite-dimensional irreducible representations of the Yangians associated with the o...
A method is developed to construct irreducible representations(irreps) of the quantum supergroup $U_...
AbstractA quantized symplectic oscillator algebra of rank 1 is a PBW deformation of the smash produc...
This thesis is a study of finite dimensional representations of the Lie superalgebra gl(m,n). In the...
AbstractLet g be a finite dimensional complex simple Lie algebra and ĝ the associated affine Lie alg...
In his seminal 1977 paper [Kac77], V. G. Kac classified the finite dimensional simple Lie superalgeb...
Abstract. We consider some infinitesimally unitarizable Uq(so(1, 2)) highest weight modules and prov...
We describe the category of integrable mathrm{s}mathrm{t}(1|n)^{(1)}-modules with the positive centr...
Fix n\u3e2. Let s be a principally embedded sl(2)-subalgebra in sl(n). A special case of work by Jeb...
We give a complete description of the finite-dimensional irreducible representations of the Yangian ...
Representations of Quantum Groups U_q (g_n), g_n any semi simple Lie algebra of rank n, are construc...
AbstractWe introduce a new way to study representations of the Lie superalgebra p(n). Since the cent...
AbstractBounded an unbounded Hilbert space ∗-Representations of theq-deformed Lie algebra of the gro...
Cette thèse consiste en une étude des représentations de dimension finie de la super-algèbre de Lie ...
We introduce a new way to study representations of the Lie superalgebra $p(n)$. Since the center of ...
We classify the finite-dimensional irreducible representations of the Yangians associated with the o...
A method is developed to construct irreducible representations(irreps) of the quantum supergroup $U_...
AbstractA quantized symplectic oscillator algebra of rank 1 is a PBW deformation of the smash produc...
This thesis is a study of finite dimensional representations of the Lie superalgebra gl(m,n). In the...
AbstractLet g be a finite dimensional complex simple Lie algebra and ĝ the associated affine Lie alg...
In his seminal 1977 paper [Kac77], V. G. Kac classified the finite dimensional simple Lie superalgeb...
Abstract. We consider some infinitesimally unitarizable Uq(so(1, 2)) highest weight modules and prov...
We describe the category of integrable mathrm{s}mathrm{t}(1|n)^{(1)}-modules with the positive centr...
Fix n\u3e2. Let s be a principally embedded sl(2)-subalgebra in sl(n). A special case of work by Jeb...
We give a complete description of the finite-dimensional irreducible representations of the Yangian ...
Representations of Quantum Groups U_q (g_n), g_n any semi simple Lie algebra of rank n, are construc...
AbstractWe introduce a new way to study representations of the Lie superalgebra p(n). Since the cent...
AbstractBounded an unbounded Hilbert space ∗-Representations of theq-deformed Lie algebra of the gro...
Cette thèse consiste en une étude des représentations de dimension finie de la super-algèbre de Lie ...
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