Add to ORKGThe generalized q-bosonic operators acting in a tensor product of m Fock spaces, recently constructed as double ducible tensors with respect to the q-algebra uq(n) + uq(m), are reinterpreted in terms of either the R-matrices of quantum groups SUq(n) and SUq(m), or of a "large" R-matrix generalizing that used in bicovariant differential ulus on quantum spaces and quantum groups.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
The covariant differential calculus on the quantum Minkowski space is presented with the help of the...
We obtain the inhomogeneous invariance quantum group for the multi-dimensional q-deformed bosonic Ne...
We investigate a one-parameter family of quantum Harish-Chandra modules of Uq sl2n. This family is a...
By enlarging the uq(n) q-algebra to uq(n)+uq(m) and considering double irreducible tensors, as well ...
Oq(N, ℝ) (resp. USpq(0))-covariant q-bosonic (resp. q-fermionic) algebras are constructed in terms o...
m sets of covariant and contravariant q-bosonic spinors acting in the tensor product of m Fock space...
We investigate the inhomogeneous invariance group of the q-deformed boson algebra. We find the R-mat...
GLh(n) × GLh′(m)-covariant (hh′)-bosonic [or (hh′)-fermionic] algebras Script A signhh′±(n, m) are b...
We introduce different types of bosonic algebras and investigate their inhomogeneous quantum invaria...
Within the framework of R matrix of quantum group, canonical q-transformations for bosonic q-oscilla...
Abstract: GL_q(N)- and SO_q(N)-covariant deformations of the completely symmetric/antisymmetric proj...
With applications in quantum field theory, elementary particle physics and general relativity, this ...
The generators of q-boson algebra are expressed in terms of those of boson algebra, and the relation...
The quantum double construction of a q-deformed boson algebra possessing a Hopf algebra structure is...
Quantum groups are a generalization of the classical Lie groups and Lie algebras and provide a natur...
The covariant differential calculus on the quantum Minkowski space is presented with the help of the...
We obtain the inhomogeneous invariance quantum group for the multi-dimensional q-deformed bosonic Ne...
We investigate a one-parameter family of quantum Harish-Chandra modules of Uq sl2n. This family is a...
By enlarging the uq(n) q-algebra to uq(n)+uq(m) and considering double irreducible tensors, as well ...
Oq(N, ℝ) (resp. USpq(0))-covariant q-bosonic (resp. q-fermionic) algebras are constructed in terms o...
m sets of covariant and contravariant q-bosonic spinors acting in the tensor product of m Fock space...
We investigate the inhomogeneous invariance group of the q-deformed boson algebra. We find the R-mat...
GLh(n) × GLh′(m)-covariant (hh′)-bosonic [or (hh′)-fermionic] algebras Script A signhh′±(n, m) are b...
We introduce different types of bosonic algebras and investigate their inhomogeneous quantum invaria...
Within the framework of R matrix of quantum group, canonical q-transformations for bosonic q-oscilla...
Abstract: GL_q(N)- and SO_q(N)-covariant deformations of the completely symmetric/antisymmetric proj...
With applications in quantum field theory, elementary particle physics and general relativity, this ...
The generators of q-boson algebra are expressed in terms of those of boson algebra, and the relation...
The quantum double construction of a q-deformed boson algebra possessing a Hopf algebra structure is...
Quantum groups are a generalization of the classical Lie groups and Lie algebras and provide a natur...
The covariant differential calculus on the quantum Minkowski space is presented with the help of the...
We obtain the inhomogeneous invariance quantum group for the multi-dimensional q-deformed bosonic Ne...
We investigate a one-parameter family of quantum Harish-Chandra modules of Uq sl2n. This family is a...