We investigate the algebras satisfied by q-deformed boson and fermion oscillators, in particular the transformations of the algebra from one form to another. Based on a specific algebra proposed in recent literature, we show that the algebra of deformed fermions can be transformed to that of undeformed standard fermions. Furthermore we also show that the algebra of q-deformed fermions can be transformed to that of undeformed standard bosons
In this work we consider a version of generalized q-deformed fermionic oscillators and some their ap...
The quantum double construction of a q-deformed boson algebra possessing a Hopf algebra structure is...
After a brief mention of Bose and Fermi oscillators and of particles which obey other types of stati...
Oq(N, ℝ) (resp. USpq(0))-covariant q-bosonic (resp. q-fermionic) algebras are constructed in terms o...
A deformed boson mapping of the Marumori type is derived for an underlying su(2) algebra. As an exam...
We study a general q-deformed Heisenberg-Weyl algebra with complex deformation parameter. The q-boso...
We introduce analogs of creation and annihilation operators, related to involutive and Hecke symmetr...
A deformation of the harmonic oscillator algebra associated with the Morse potential and the SU (2) ...
Can one represent quantum group covariant q-commuting ``creators, annihilators'' $A^+_i,A^j$ as oper...
Using a q-deformed fermionic algebra we perform explicitly a deformation of the Nambu-Jona-Lasinio (...
16 pages, Tex file. Paper written from a lecture presented (by M.K.) at the "IV International Confer...
We address the generalization of thermodynamic quantity q-deformed by q-algebra that describes a gen...
A simple exposition of the rarely discussed fact that a set of free boson fields describing differen...
AbstractWe address the issue of generalizing the thermodynamic quantities via q-deformation, i.e., v...
Starting from independent sets of one-dimensional ''bosonic'' and ''fermionic'' operators, we build ...
In this work we consider a version of generalized q-deformed fermionic oscillators and some their ap...
The quantum double construction of a q-deformed boson algebra possessing a Hopf algebra structure is...
After a brief mention of Bose and Fermi oscillators and of particles which obey other types of stati...
Oq(N, ℝ) (resp. USpq(0))-covariant q-bosonic (resp. q-fermionic) algebras are constructed in terms o...
A deformed boson mapping of the Marumori type is derived for an underlying su(2) algebra. As an exam...
We study a general q-deformed Heisenberg-Weyl algebra with complex deformation parameter. The q-boso...
We introduce analogs of creation and annihilation operators, related to involutive and Hecke symmetr...
A deformation of the harmonic oscillator algebra associated with the Morse potential and the SU (2) ...
Can one represent quantum group covariant q-commuting ``creators, annihilators'' $A^+_i,A^j$ as oper...
Using a q-deformed fermionic algebra we perform explicitly a deformation of the Nambu-Jona-Lasinio (...
16 pages, Tex file. Paper written from a lecture presented (by M.K.) at the "IV International Confer...
We address the generalization of thermodynamic quantity q-deformed by q-algebra that describes a gen...
A simple exposition of the rarely discussed fact that a set of free boson fields describing differen...
AbstractWe address the issue of generalizing the thermodynamic quantities via q-deformation, i.e., v...
Starting from independent sets of one-dimensional ''bosonic'' and ''fermionic'' operators, we build ...
In this work we consider a version of generalized q-deformed fermionic oscillators and some their ap...
The quantum double construction of a q-deformed boson algebra possessing a Hopf algebra structure is...
After a brief mention of Bose and Fermi oscillators and of particles which obey other types of stati...