Clifford Algebras, Hypercomplex Numbers and Nonlinear Equati…
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- DOI 10.7546/giq-25-2023-47-72
- OpenAlex ID W4391079080
- Type Article
- Language EN
- Published 01 Jan 2023
- Volume 25
- Pages 47–72
- Source Geometry Integrability and Quantization
- FWCI 0.90
- Added 22 Jan 2024
- Updated 11 Sep 2026
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Clifford Algebras, Hypercomplex Numbers and Nonlinear Equations in Physics
Article 2023 EN
Hypercomplex number systems are vector algebras with the definition of multiplication and division of vectors, satisfying the associativity and distributive law. In this paper, some new types of hypercomplex numbers and their fundamental properties are introduced, the Clifford algebra formalisms of hydrodynamics and gauge field equations are established, and some novel consistent conditions helpfu…
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1 authors| # | Author | Institutions | ORCID |
|---|---|---|---|
| 1 | Ying-Qiu Gu Corresponding | — |
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