Show
Sort by
-
On the N-particle Wigner Quantum Oscillator: Non-commutative coordinates and particle localisation
-
Macroscopic properties of A-statistics and A-superstatistics
-
Microscopic and macroscopic properties of A-superstatistics
-
Jacobson generators, Fock representations and statistics of sl(n+1).
-
Jacobson generators of (quantum) sl(n+1|m). Related statistics.
-
Deformed Jacobson generators of the algebra U_q[sl(n+1)] and their Fock representations.
-
Jacobson generators of the quantum superalgebra U-q[sl(n+1 vertical bar m)] and Fock representations.
-
Macroscopic properties of A-statistics.
-
Fock representations of the Lie superalgebra q(n+1).
-
A new description of the quantum superalgebra Uq[sl(n+1|m)] and related Fock representations.
-
Fock representations of the superalgebra sl(n+1 vertical bar m), its quantum analogue U-q[sl(n+1 vertical bar m)] and related quantum statistics.
-
THE QUANTUM SUPERALGEBRA UQ[OSP(1/2N)] - DEFORMED PARA-BOSE OPERATORS AND ROOT OF UNITY REPRESENTATIONS.
-
WIGNER QUANTUM OSCILLATORS.
-
Finite-dimensional representations of the quantum superalgebra Uq[gl(m/n)] and related q-identities.
-
A SUPERALGEBRA MORPHISM OF U(Q)[OSP(1/2N)] ONTO THE DEFORMED OSCILLATOR SUPERALGEBRA W(Q)(N).
-
QUANTIZATION OF U(Q)[OSP(1/2N)] WITH DEFORMED PARA-BOSE OPERATORS.
-
FINITE-DIMENSIONAL REPRESENTATIONS OF THE QUANTUM SUPERALGEBRA UQ[GL(3/2)] IN A REDUCED UQ[GL(3/2)] SUPERSET-OF UQ[GL(3/1)] SUPERSET-OF UQ[QL(3)] BASIS.