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q-Fermionic Numbers and Their Roles in Some Physical Problems
The q-fermion numbers emerging from the q-fermion oscillator algebra are used
to reproduce the q-fermionic Stirling and Bell numbers. New recurrence
relations for the expansion coefficients in the 'anti-normal ordering' of the
q-fermion operators are derived. The roles of the q-fermion numbers in
q-stochastic point processes and the Bargmann space representation for
q-fermion operators are explored.Comment: Latex, 14 pages, to appear in Phys.Lett.
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