When q is a root of unity, a triangular decomposition of U-q(s (l) over cap(2)) is given and irreducibility conditions concerning some tensor product representations of U-q(s (l) over cap(2)) are presented. Their connection with physics is also pointed out.Physics, MathematicalSCI(E)1ARTICLE4263-2784
The calculation of branching rules, tensor products and plethysms of the infinite-dimensional harmon...
We describe the tensor products of two irreducible linear complex representations of the group G = ...
Some time ago, Rideau and Winternitz introduced a realization of the quantum algebra suq(2) on a rea...
The structure of the tensor product representation V-gimel1(x) circle times V-gimel2(y) of U-q(s (l)...
AbstractThe structure of the tensor product representation Vλ1(x)⊗Vλ2(y) of Uq(sl̂2) is investigated...
Poguntke D. Decomposition of tensor products of irreducible unitary representations. Proceedings of ...
Irreducible representations of quantum groups $SL_q(2)$ (in Woronowicz' approach) were classified in...
Using the tensor product variety introduced in Malkin (Duke Math. J., to appear) and Nakajima (Inven...
AbstractWe work out examples of tensor products of distinct generalized slq(2) algebras with a facto...
34 pages LaTex file, no figuresWe study the tensor product of principal unitary representations of t...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
When the tensor product of two irreducible representations contains multiple copies of some of its i...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
The calculation of branching rules, tensor products and plethysms of the infinite-dimensional harmon...
We describe the tensor products of two irreducible linear complex representations of the group G = ...
Some time ago, Rideau and Winternitz introduced a realization of the quantum algebra suq(2) on a rea...
The structure of the tensor product representation V-gimel1(x) circle times V-gimel2(y) of U-q(s (l)...
AbstractThe structure of the tensor product representation Vλ1(x)⊗Vλ2(y) of Uq(sl̂2) is investigated...
Poguntke D. Decomposition of tensor products of irreducible unitary representations. Proceedings of ...
Irreducible representations of quantum groups $SL_q(2)$ (in Woronowicz' approach) were classified in...
Using the tensor product variety introduced in Malkin (Duke Math. J., to appear) and Nakajima (Inven...
AbstractWe work out examples of tensor products of distinct generalized slq(2) algebras with a facto...
34 pages LaTex file, no figuresWe study the tensor product of principal unitary representations of t...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
When the tensor product of two irreducible representations contains multiple copies of some of its i...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
The calculation of branching rules, tensor products and plethysms of the infinite-dimensional harmon...
We describe the tensor products of two irreducible linear complex representations of the group G = ...
Some time ago, Rideau and Winternitz introduced a realization of the quantum algebra suq(2) on a rea...