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Nonidentical Relations of Skew-Symmetric Forms: Generation of Closed Exterior Forms. Discrete Transitions. Connection between Field-theory Equations and Nonidentical Relationsстатья
- Автор: Petrova L.I.
- Сборник: Current Topics on Mathematics and Computer Science
- Том: 7
- Глава в коллективной монографии
- Год издания: 2021
- Место издания: Book Publisher International 27 Old Gloucester Street London WC1N 3AX, UK
- Первая страница: 150
- Последняя страница: 166
- DOI: 10.9734/bpi/ctmcs/v7
- Аннотация: Nonidentical relations of skew-symmetric diffe-rential forms, which basis are nonintegrable deforming manifolds follow from differential equations. From nonidentical relations closed exterior forms are obtained. The process of obtaining closed exterior forms describes the discrete transitions and the emergence of structures and observable formations such as waves, vertices, and turbulent pulsations.It is shown that the field theory equations (by Schroedinger, Maxwell, Einstein and others) turns to be nonidentical relations, obtained from the mathematical physics equations for material media.
- Добавил в систему: Петрова Людмила Ивановна