Towards Soliton Computer Based on Solitary Wave Solution of Maxwell-Dirac Equation: A Plausible Alternative to Manakov System
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Towards Soliton Computer Based on Solitary Wave Solution of Maxwell-Dirac Equation: A Plausible Alternative to Manakov System
1Victor Christianto*, 2Florentin Smarandache
Bulletin of Pure and Applied Science
Physics, Vol.42D No.1,
January-June 2023 P.1-5
DOI: 10.48165/bpas.2023.42D.1.1
Original Research Article
Description
Description
Towards Soliton Computer Based on Solitary Wave Solution of Maxwell-Dirac Equation: A Plausible Alternative to Manakov System
1Victor Christianto*, 2Florentin Smarandache
| Author’s Affiliations: | 1Malang Institute of Agriculture (IPM), Malang, Indonesia.
E-mail: victorchristianto@gmail.com 2Dept. Mathematics and Sciences, University of New Mexico, Gallup – USA.
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| *Corresponding author: | Victor Christianto
Malang Institute of Agriculture (IPM), Malang, Indonesia. E-mail:Â victorchristianto@gmail.com |
Abstract
| ABSTRACT | In recent years, there are a number of proposals to consider collision-based soliton computer based on certain chemical reactions, namely Belousov-Zhabotinsky reaction, which leads to soliton solutions of coupled Nonlinear Schroedinger equations. They are called Manakov System. But it seems to us that such a soliton computer model can also be based on solitary wave solution of Maxwell-Dirac equation, which reduces to Choquard equation. And soliton solution of Choquard equation has been investigated by many researchers, therefore it seems more profound from physics perspective. However, we consider both schemes of soliton computer are equally possible. More researches are needed to verify our proposition. |
| KEYWORDS | Soliton computation, Manakov soliton, Choquard equation, computation |
