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Optical and Quantum Electronics
Erschienen in: Optical and Quantum Electronics 13/2023

01.12.2023

Optical quantum modeling for Heisenberg ferromagnetic normalized phase

verfasst von: Zeliha Körpinar, Talat Körpinar, Erdal Korkmaz

Erschienen in: Optical and Quantum Electronics | Ausgabe 13/2023

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Abstract

In this manuscript, we focus recursional and normalized operator for timelike \(\tau \)-magnetic particles in Heisenberg deSitter Space \({\mathbb {H}}_{{\mathbb {S}}_{1}^{2}}\). Thus, we obtain Heisenberg normalized optical \(\nu \)-density for\(\mathcal {L}(\tau ),\) \( \mathcal {L}(\nu ),\) \(\mathcal {L}(\beta )\) with recursional operator. Also, we characterize Heisenberg normalized \(\nu \)-ferromagnetic total \( \mathcal {L}(\tau )\) phase. Moreover, we characterize \(\nu \)-photonic \( \mathcal {L}(\tau ),\) \(\mathcal {L}(\nu ),\) \(\mathcal {L}(\beta )\) crystal is presented by optical Heisenberg normalized inextensible shape in Heisenberg deSitter Space \({\mathbb {H}}_{{\mathbb {S}}_{1}^{2}}\).
Vorheriger Artikel Improving the BER and PAPR performances of optical OFDM with lazy lifting wavelet transform
Nächster Artikel Fokas-Lenells equation dark soliton and gauge equivalent spin equation

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Metadaten
Titel
Optical quantum modeling for Heisenberg ferromagnetic normalized phase
verfasst von
Zeliha Körpinar
Talat Körpinar
Erdal Korkmaz
Publikationsdatum
01.12.2023
Verlag
Springer US
Erschienen in
Optical and Quantum Electronics / Ausgabe 13/2023
Print ISSN: 0306-8919
Elektronische ISSN: 1572-817X
DOI
https://doi.org/10.1007/s11082-023-05225-6

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