We consider a model of d fermions where creation and annihilation operators of different fermions commute. We show that this particle algebra is invariant under an inhomogeneous quantum group. (c) Versita Warsaw and Springer-Verlag Berlin Heidelberg. All rights reserved
We study a quantum mechanics with the usual postulates but in which the Heisenberg algebra of canoni...
With applications in quantum field theory, elementary particle physics and general relativity, this ...
Suppose that H is a finite dimensional discrete quantum group and K is a Hilbert space. This paper s...
The particle algebras generated by the creation/annihilation operators for bosons and for fermions a...
We construct the inhomogeneous quantum groups with continuous parameters which leave the boson and f...
The fermionic oscillator defined by the algebraic relations cc* + c*c = 1 and c(2) = 0 admits the ho...
We consider two parameter deformed boson algebra and investigate the inhomogeneous invariance quantu...
We consider an inhomogeneous quantum supergroup which leaves invariant a supersymmetric particle alg...
We investigate the inhomogeneous invariance quantum group of the d-dimensional d-parameter deformed ...
In this study we introduce a multi-dimensional q-deformed boson algebra and calculate its inhomogene...
We investigate the inhomogeneous invariance group of the q-deformed boson algebra. We find the R-mat...
We introduce different types of bosonic algebras and investigate their inhomogeneous quantum invaria...
We investigate inhomogeneous quantum groups G built from a quantum group H and translations. The cor...
We present a q-deformed boson algebra using continuous momentum parameters and investigate its inhom...
We obtain the inhomogeneous invariance quantum group for the multi-dimensional q-deformed bosonic Ne...
We study a quantum mechanics with the usual postulates but in which the Heisenberg algebra of canoni...
With applications in quantum field theory, elementary particle physics and general relativity, this ...
Suppose that H is a finite dimensional discrete quantum group and K is a Hilbert space. This paper s...
The particle algebras generated by the creation/annihilation operators for bosons and for fermions a...
We construct the inhomogeneous quantum groups with continuous parameters which leave the boson and f...
The fermionic oscillator defined by the algebraic relations cc* + c*c = 1 and c(2) = 0 admits the ho...
We consider two parameter deformed boson algebra and investigate the inhomogeneous invariance quantu...
We consider an inhomogeneous quantum supergroup which leaves invariant a supersymmetric particle alg...
We investigate the inhomogeneous invariance quantum group of the d-dimensional d-parameter deformed ...
In this study we introduce a multi-dimensional q-deformed boson algebra and calculate its inhomogene...
We investigate the inhomogeneous invariance group of the q-deformed boson algebra. We find the R-mat...
We introduce different types of bosonic algebras and investigate their inhomogeneous quantum invaria...
We investigate inhomogeneous quantum groups G built from a quantum group H and translations. The cor...
We present a q-deformed boson algebra using continuous momentum parameters and investigate its inhom...
We obtain the inhomogeneous invariance quantum group for the multi-dimensional q-deformed bosonic Ne...
We study a quantum mechanics with the usual postulates but in which the Heisenberg algebra of canoni...
With applications in quantum field theory, elementary particle physics and general relativity, this ...
Suppose that H is a finite dimensional discrete quantum group and K is a Hilbert space. This paper s...
DOI
Add to ORKG