Analyzing the Decoherence on Biphoton and Schrödinger Cat States through Wigner Function

This study lights on the phenomenon of quantum decoherence when Biphoton and Schrödinger cat states are evolve. The primary focus of the work is to explore and analyze the phenomenon of decoherence by virtue of the insightful representations on the way of deriving the Wigner function for the considered states. A crucial aspect of this work involves shedding light on the behaviour of Biphoton and Schrödinger cat states with the same spatial modes and similar theoretical tomography. By considering the influence of an external environment, we further extend our exploration of decoherence, aiming to understand how environment as a factor, impact the stability and coherence of these quantum states.

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Publication Details

Journal
International Journal of Physics
Published
2025-08-03
DOI
https://doi.org/10.12691/ijp-13-3-5
Primary Topic
Quantum Information and Cryptography
Type
article
Field-Weighted Citation Impact
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article

Analyzing the Decoherence on Biphoton and Schrödinger Cat States through Wigner Function

Nisha Bisht, Shalander Kumar
International Journal of Physics
Quantum Information and Cryptography
article

Analyzing the Decoherence on Biphoton and Schrödinger Cat States through Wigner Function

Nisha Bisht, Shalander Kumar
article en

Abstract

This study lights on the phenomenon of quantum decoherence when Biphoton and Schrödinger cat states are evolve. The primary focus of the work is to explore and analyze the phenomenon of decoherence by virtue of the insightful representations on the way of deriving the Wigner function for the considered states. A crucial aspect of this work involves shedding light on the behaviour of Biphoton and Schrödinger cat states with the same spatial modes and similar theoretical tomography. By considering the influence of an external environment, we further extend our exploration of decoherence, aiming to understand how environment as a factor, impact the stability and coherence of these quantum states.

International Journal of PhysicsVol. 13(3)
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Quantum Information and Cryptography
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