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Introduction to Ordinary Differential Equations

The Fourth Edition of the best-selling text on the basic concepts, theory, methods, and applications of ordinary differential equations retains the clear, detailed style of the first three editions. Includes new material on matrix methods, numerical methods, the Laplace transform, and an appendix on polynomial equations. Stresses fundamental methods, and features traditional applications and brief introductions to the underlying theory.

The Fourth Edition of the best-selling text on the basic concepts, theory, methods, and applications of ordinary differential equations retains the clear, detailed style of the first three editions.

A Grammar of English on Mathematical Princibles

For the precise derivation we start with One (or Someone) is in math- teaching
where math-teaching is reduced from teaching of math by one, which is
nominalized from One teaches math (5.25). We then form: He is one (or: a person
); said one ...

Exploring Abnormal Psychology

This introduction to abnormal psychology addresses the causes of psychopathology and issues in the treatment and prevention of abnormal behavior.

What Reviewers Are Saying About Neale • Davison • Haaga Exploring Abnormal Psychology Length/Brevity I could use this text for its brevity without sacrificing the scientific or intellectual rigor so highly valued in my courses…The ...

Atlas of the Human Skeleton

Updated to Accompany Principles of Anatomy and Physiology, 9/E

Mathematical Discovery

Combining standard Volumes I and II into one soft cover edition, this helpful book explains how to solve mathematical problems in a clear, step-by-step progression. It shows how to think about a problem, how to look at special cases, and how to devise an effective strategy to attack and solve the problem. Covers arithemetic, algebra, geometry, and some elementary combinatorics. Includes an updated bibliography and newly expanded index.

Combining standard Volumes I and II into one soft cover edition, this helpful book explains how to solve mathematical problems in a clear, step-by-step progression.