2007Banach Center PublicationsOpen access

Quasi-probability distribution of nonclassical states in interacting Fock space

Pradip Das, Arpita Ghosh

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Abstract

In this paper we study approximate quasi-probability distribution functions of nonclassical states such as incoherent states, Kerr states, squeezed states and $k$-photon coherent states in interacting Fock space.

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In this paper we study approximate quasi-probability distribution functions of nonclassical states such as incoherent states, Kerr states, squeezed states and $k$-photon coherent states in interacting Fock space.

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Available abstract

In this paper we study approximate quasi-probability distribution functions of nonclassical states such as incoherent states, Kerr states, squeezed states and $k$-photon coherent states in interacting Fock space.

Key concepts: Fock space, Coherent states in mathematical physics, Coherent states, Fock state, Probability distribution, Nonclassical light, Physics, Distribution (mathematics)

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