 Offers a description of recent developments in mathematical modeling by means of impulsive differential equations
 Includes models which reflect current research in biology, population dynamics, neural networks and economics
 Provides easy access to different constructive techniques in one source, for research workers in the area of mathematical models
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 About this book

Using the theory of impulsive differential equations, this book focuses on mathematical models which reflect current research in biology, population dynamics, neural networks and economics. The authors provide the basic background from the fundamental theory and give a systematic exposition of recent results related to the qualitative analysis of impulsive mathematical models. Consisting of six chapters, the book presents many applicable techniques, making them available in a single source easily accessible to researchers interested in mathematical models and their applications. Serving as a valuable reference, this text is addressed to a wide audience of professionals, including mathematicians, applied researchers and practitioners.
 Reviews

“The book contains a lot of useful information. Researchers in differential equations and applied analysis can benefit greatly from this text.” (Svitlana P. Rogovchenko, Mathematical Reviews, April, 2017)
“This book under review presents a description of some recent developments in the study of mathematical models in the form of impulsive differential equations, which are mainly impulsive ordinary differential equations. … I think it is an interesting book, and I recommend it to the students and researchers interested in impulsive models.” (Jin Liang, zbMATH 1355.34004, 2017)
 Table of contents (6 chapters)


Introduction
Pages 19

Basic Theory
Pages 1140

Impulsive Biological Models
Pages 41112

Impulsive Models in Population Dynamics
Pages 113205

Impulsive Neural Networks
Pages 207269

Table of contents (6 chapters)
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Bibliographic Information
 Bibliographic Information

 Book Title
 Applied Impulsive Mathematical Models
 Authors

 Ivanka Stamova
 Gani Stamov
 Series Title
 CMS Books in Mathematics
 Copyright
 2016
 Publisher
 Springer International Publishing
 Copyright Holder
 Springer International Publishing Switzerland
 eBook ISBN
 9783319280615
 DOI
 10.1007/9783319280615
 Hardcover ISBN
 9783319280608
 Softcover ISBN
 9783319802640
 Series ISSN
 16135237
 Edition Number
 1
 Number of Pages
 XII, 318
 Topics