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Essential Ordinary Differential Equations 1st Edition Robert Magnus

  • SKU: BELL-47377744
Essential Ordinary Differential Equations 1st Edition Robert Magnus
$ 31.00 $ 45.00 (-31%)

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Essential Ordinary Differential Equations 1st Edition Robert Magnus instant download after payment.

Publisher: Springer, Springer Nature Switzerland AG
File Extension: PDF
File size: 2.71 MB
Pages: 290
Author: Robert Magnus
ISBN: 9783031115301, 9783031115318, 3031115317, 3031115309
Language: English
Year: 2023
Edition: 1

Product desciption

Essential Ordinary Differential Equations 1st Edition Robert Magnus by Robert Magnus 9783031115301, 9783031115318, 3031115317, 3031115309 instant download after payment.

Main subject categories: • Ordinary differential equations • Separation of variables • Series solutions of linear equations • Existence theory • Sturm-Liouville theory

This textbook offers an engaging account of the theory of ordinary differential equations intended for advanced undergraduate students of mathematics. Informed by the author’s extensive teaching experience, the book presents a series of carefully selected topics that, taken together, cover an essential body of knowledge in the field. Each topic is treated rigorously and in depth.

The book begins with a thorough treatment of linear differential equations, including general boundary conditions and Green’s functions. The next chapters cover separable equations and other problems solvable by quadratures, series solutions of linear equations and matrix exponentials, culminating in Sturm–Liouville theory, an indispensable tool for partial differential equations and mathematical physics. The theoretical underpinnings of the material, namely, the existence and uniqueness of solutions and dependence on initial values, are treated at length. A noteworthy feature of this book is the inclusion of project sections, which go beyond the main text by introducing important further topics, guiding the student by alternating exercises and explanations. Designed to serve as the basis for a course for upper undergraduate students, the prerequisites for this book are a rigorous grounding in analysis (real and complex), multivariate calculus and linear algebra. Some familiarity with metric spaces is also helpful. The numerous exercises of the text provide ample opportunities for practice, and the aforementioned projects can be used for guided study. Some exercises have hints to help make the book suitable for independent study.

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