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Approximate methods and computer realization

Approximate methods and computer realization

Paperback (24 May 2018)

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Publisher's Synopsis

The main aim of the book is suggesting and application in an appropriate computer environment of some approximate methods for solving different types of differential equations such as differential equations with a special type of delay, difference equations and Caputo fractional differential equations. The main characteristic of these methods is the approximate obtaining of the exact solution as a limit of monotonic sequences of successive approximations. The suggested methods are based on the application of upper and lower solutions to the studied problems. Several algorithms are theoretically proved and practically applied for approximately solving of various types of equations. Much of the material presented in this book is based on the recent research of authors on the topic. The current book is intended for a wide audience, including Mathematicians, Applied Researchers, Computer Scientists and Practitioners, whose interest extends beyond the boundaries of qualitative analysis of differential equations and the way to solve equations approximately.

About the Publisher

LAP Lambert Academic Publishing

Since Lambert Academic Publishing's foundation, thousands of top researchers and renowned scientists have embraced its unprecedented approach to free publishing, thereby making it a leader in the book publishing industry today. Research projects, dissertations, diploma theses, master theses and doctoral theses are given unparalleled visibility and global readership. Our catalogue consists of over 40,000 dissertations and theses, which are produced in the form of high-quality paperbacks in the USA, UK and Germany and distributed through an extensive network of major retailers.

Book information

ISBN: 9786139820047
Publisher: KS Omniscriptum Publishing
Imprint: LAP Lambert Academic Publishing
Pub date:
Language: English
Number of pages: 144
Weight: 222g
Height: 229mm
Width: 152mm
Spine width: 9mm