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New optical recursional ferromagnetic model for flux density

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Abstract

In this manuscript, optical recursional and normalized formulas are presented in de Sitter space. Then, we obtain optical recursional \({\mathcal {L}}(\tau ),\,{\mathcal {L}}(\nu ),\,{\mathcal {L}}(\beta )\) Sitter density. Also, we get optical ferromagnetic recursional \({\mathcal {L}}(\tau ),{\mathcal {L}}(\nu ),{\mathcal {L}}(\beta )\) Sitter phase. Thus, we have flexible inextensibility of optical recursional \({\mathcal {L}}(\tau ),{\mathcal {L}}(\nu ),{\mathcal {L}}(\beta )\) surface. Finally, we demonstrate thermal stimulation for optical ferromagnetic recursional \({\mathcal {L}}(\tau ),{\mathcal {L}}(\nu ),{\mathcal {L}}(\beta )\) Sitter phase.

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  1. Department of Mathematics, Muş Alparslan University, 49250, Muş, Turkey

    Talat Körpinar & Zeliha Körpinar

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  1. Talat Körpinar
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  2. Zeliha Körpinar
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Körpinar, T., Körpinar, Z. New optical recursional ferromagnetic model for flux density. Opt Quant Electron 55, 1253 (2023). https://doi.org/10.1007/s11082-023-05285-8

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