Abstract
The nonlinear supercoherent states, associated with a nonlinear generalization of the Kornbluth-Zypman (KZ) supersymmetric annihilation operator (SAO) of the supersymmetric harmonic oscillator, will be studied. We discuss as well the Heisenberg uncertainty relation σ2xσ2p for a special case which will allow us to compare our results with those obtained for the KZ linear supercoherent states.
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