Angelova, Maia, Dobrev, V. and Frank, A. (2001) Simple applications of q-bosons. Journal of Physics A: Mathematical and General, 34 (37). L503-L509. ISSN 0305-4470Full text not available from this repository.
Deformation of the harmonic oscillator algebra associated with the Morse potential and su(2) algebra is derived using quantum analogue of anharmonic oscillator. A change of parametrization leads naturally to Lie-algebraic approximations of the general q-deformation and physical interpretation of the deformation parameters. New algebraic realization of q-bosons is presented, q=root of unity, which corresponding to a periodic structure described by a finite-dimensional representation. It represents the symmetry of a linear lattice with periodic boundary conditions, providing a useful framework for deformation of crystalline and polymer Hamiltonians. Collaborative work with National Univ. of Mexico and Bulgaria Academy of Sci.
|Divisions:||Faculties > Engineering and Environment > School of Computing, Engineering and Information Sciences > Northumbria Communications Research Laboratories|
|Depositing User:||EPrints Services|
|Date Deposited:||19 Nov 2008 14:32|
|Last Modified:||22 Feb 2013 10:03|
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