Extreme Multivalued Waves as a Model of Everything From Euler Figures to Faraday Waves, Particle-Waves and Universes /
The purpose of the book is a mathematical and experimental study of extreme, multivalued waves based on scalar field equations. It is known that Einstein tried to build a unified (interdisciplinary) field theory that would unite all interactions in Nature into a single system. The book uses this ide...
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| Format: | Elektronski eKnjiga |
| Jezik: | angleščina |
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Springer Nature Switzerland : Imprint: Springer,
2024.
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| Izdaja: | 1st ed. 2024. |
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| Online dostop: | https://doi.org/10.1007/978-3-031-67027-5 |
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Kazalo:
- Part I. From Euler figures to Faraday waves and particle-waves
- Chapter 1. Basic equations of scalar fields and examples of nonlinear waves arising in them
- Chapter 2. Euler figures, unidirectional multivalued waves, quanta and vortices
- Chapter 3. Waves in resonators: d’Alembert method and multivalued Faraday waves
- Chapter 4. Particle-waves and quanta in resonant scalar fields, and classification of multivalued waves
- Part II. From particle-waves to universes
- Chapter 5. Resonant scalar fields, appearance of particles and galaxies
- Chapter 6. Nonlinear quantum waves in the light of recent slit experiments
- Chapter 7. Model of eruption of the Universe out of a pre-universe and its early evolution
- Chapter 8. Everything is determined by everything.