Ordinary Differential Equations And Applications
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€122.99
A01=Enrique Fernandez-cara
Author_Enrique Fernandez-cara
Boundary-Value Problems
Category=PBKJ
Elementary Methods and Explicit Solutions
eq_isMigrated=1
eq_nobargain
Initial-Value Problems
Linear Equations and Systems
Local and Global Existence of Solution
Optimal Control of Systems Governed by Ordinary Differential Equations and Systems
Ordinary Differential Equations and Systems
Partial Differential Equations of First Order
Regularity of Solution
Stability
Uniqueness of Solution
Product details
- ISBN 9781800613935
- Publication Date: 11 Aug 2023
- Publisher: World Scientific Europe Ltd
- Publication City/Country: GB
- Product Form: Hardback
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Differential equations can bring mathematics to life, describing phenomena originating in physics, chemistry, biology, economics, and more. Used by scientists and engineers alike, differential equations are also the starting point of much purely mathematical activity. They also play a role in the formulation and resolution of problems in harmonic analysis, differential geometry, and probability calculus. A large part of functional analysis has therefore been motivated by the need to solve questions in the analysis of differential systems, as with numerical analysis.Differential equations are doubly relevant, then: as significant in many areas of mathematics, and as important machinery for applying mathematics to real-world problems. This book therefore aims to provide a rigorous introduction to the theoretical study of differential equations, and to demonstrate their utility with applications in many fields.Ordinary Differential Equations and Applications originates from several courses given by the author for decades at the University of Seville. It aims to bring together rigorous mathematical theory and the rich variety of applications for differential equations. The book examines many aspects of differential equations: their existence, uniqueness, and regularity, alongside their continuous dependence on data and parameters. Delving into permanent interpretation of the laws of differential equations, we also look at the role of data and how their solutions behave. Each chapter finishes with a collection of exercises, many of which also contain useful hints.
