Introduction to Ordinary Differential Equations with Mathematica: An Integrated Multimedia Approach

by Michael Mezzino, Alfred Gray, Mark A. Pinsky

Book Overview

These materials - developed and thoroughly class tested over many years by the authors -are for use in courses at the sophomore/junior level. A prerequisite is the calculus of one variable, although calculus of several variables, and linear algebra are recommended. The text covers the standard topics in first and second order equations, power series solutions, first order systems, Laplace transforms, numerical methods and stability of non-linear systems...

• Format: Hardcover
• Language: English
• ISBN: 0387944818
• ISBN13: 9780387944814
• Release Date: January 1997
• Publisher: Springer
• Length: 890 Pages
• Weight: 3.85 lbs.
• Dimensions: 2.0" x 7.4" x 9.5"

Customer Reviews

This ONE is for REAL

No matter what you think about differential equations, you just got to have that book. The software that comes with it, is dynamite, and fully adds to Mathematica's Dsolve. Fact is, after you read the book you may understand what Ordinary Differential Equations are all about. "By the way there is nothing ordinary about Differential equations". These guys really know their stuff. Even better they can really explain it well. The book reads like someone is constantly talking to you or guiding you. The presentation is great. My only problem is that I finally understood the stuff. [ A pleasant one at that] The other fascinating thing about the book is the historical backgound of the mathematicians who contibuted to the discovery of DEs. This makes the book so enjoyable. Read this book and your girlfriend/boygriend will think you are a true inspired genius. However make it fast. They are bound to find out for themselves. This book will be true classic. BTW, you c! ould also look up another great book on DE. Authors are Blanchard, Devaney and Hall. Published by Brooks/Cole. These two books are all you should ever need.

Great Text and Fantastic Mathematica Aproach with ODE.m

Really good, if not best. It is the resource text as an example for textbooks for the years to come. You learn to work out analytically first and then computing and numerically. The Mathematica notebook format of the acompaning CD-Rom is not only containing all the 900 pages of the book and it's graphycs but also animations and the solutions to exercises and Mathematica exercises. I would have liked that my first ODE textbook would have been like that one. Fantastic!