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Mathematics for Nonlinear Physics: Solitary Wave in the Center of the Resolution of Dispersive Nonlinear Partial Differential Equations

Mathematics for Nonlinear Physics: Solitary Wave in the Center of the Resolution of Dispersive Nonlinear Partial Differential Equations

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Product Details
Author:
J. R. Bogning
Publisher:
Dorrance Pub Co
Publication Date:
December 19, 2019
Number of pages:
252 pages
Language:
English
Binding:
Paperback
ISBN-10:
1644262800
ISBN-13:
9781644262801

Overview

Mathematics for Nonlinear Physics: Solitary Wave in the Center of the Resolution of Dispersive Nonlinear Partial Differential Equations By: J.R. Bogning Mathematics for Nonlinear Physics: Solitary Wave in the Center of the Resolution of Dispersive Nonlinear Partial Differential Equations is the result of ten years of high-level research on the dynamics of solitary waves. In the context of his different work in nonlinear physics, J.R. Bogning encountered differential equations with nonlinear partial derivatives whose search for solutions was not always obvious. But beyond the fact that these equations encountered were not always easy to integrate, the observation he made was that very few works proposed forced solitary wave solutions. So this book develops in detail new mathematical techniques to solve some types of nonlinear equations encountered in nonlinear physics. This book is unique in terms of its content; the theories developed inside are not in any other book. This book is the pioneer in the theory developed within it and will be the reference book from which other researchers and scientists will rely to extend and develop the mathematical concepts found there. Mastery of the properties and functions developed in the book will help to digitize solitary waves.


  • | Author: J. R. Bogning
  • | Publisher: Dorrance Pub Co
  • | Publication Date: December 19, 2019
  • | Number of Pages: 252 pages
  • | Language: English
  • | Binding: Paperback
  • | ISBN-10: 1644262800
  • | ISBN-13: 9781644262801

Categories

Paperback/Science

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