For over 300 years, differential equations have served as an
essential tool for describing and analyzing problems in many
scientific disciplines. This carefully-written textbook provides an
introduction to many of the important topics associated with
ordinary differential equations. Unlike most textbooks on the
subject, this text includes nonstandard topics such as perturbation
methods and differential equations and Mathematica. In addition to
the nonstandard topics, this text also contains contemporary
material in the area as well as its classical topics.
This second edition is updated to be compatible with
Mathematica, version 7.0. It also provides 81 additional exercises,
a new section in Chapter 1 on the generalized logistic equation, an
additional theorem in Chapter 2 concerning fundamental matrices,
and many more other enhancements to the first edition.
This book can be used either for a second course in ordinary
differential equations or as an introductory course for
well-prepared students. The prerequisites for this book are three
semesters of calculus and a course in linear algebra, although the
needed concepts from linear algebra are introduced along with
examples in the book. An undergraduate course in analysis is needed
for the more theoretical subjects covered in the final two
chapters.
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