Study of Quommutators of Quantum Variables and Generalized Derivatives

Abstract

A general deformation of the Heisenberg algebra is introduced with two deformed operators instead of just one. This is generalised to many variables, and permits the simultaneous existence of coherent states, and the transposition of creation operators.

17 pages (Previous version was truncated in transmission)

Cited by in corpus (3)

• Generally Deformed Oscillator, Isospectral Oscillator System and Hermitian Phase Operator
• On Certain Quantum Deformations of $gl(N,R)$
• Fock Space Representation of Differential Calculus on the Noncommutative Quantum Space