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Introductory ordinary differential equations

Langue : Anglais

Auteur :

This book has only one goal: to help you succeed in a beginning course on ordinary differential equations.KEY TOPICS:The book begins with a step-by-step targeted review of the essentials of a basic course in ordinary differential equations. You'll learn exactly what you need to know to solve more than a dozen types of first and higher order differential equations you'll encounter. Next, the book provides five sample mid-term exams and five detailed final exams, so you'll know exactly what to expect. Best of all, the exams are followed by detailed explanations that walk you through how every answer was arrived at. The more you see it done, the more you practice, the better you'll do -- it's that simple.MARKET:For all students taking a course of study that involves understanding ordinary differential equations.
PART Part 1: INTRODUCTION./MOTIVATION. Terminology/Notation/Basic Concepts. Review of Solution Methods for First-Order Ordinary Differential Equations. Separable equations. Homogenous Equations. Exact Equations. Linear, First-Order Equations. Integrating Factors. Review of Solution Methods for Higher-Order Ordinary Differential Equations. Linear Differential Equations Theory. Linear Differential Equations Constant Coefficients. Eulers Equation. Method of Undetermined Coefficients. Variation of Parameters/Reduction of Order. Laplace Transformations. Matrix Methods. Series Solutions. PART Part 2: . 5 Midterm Examinations. 5 Final Examinations. Solutions to all 10 Examinations. PART Part 3: . Appendix of Useful Prerequisite Techniques.

Date de parution :

Ouvrage de 217 p.

27.5x21.5 cm

Sous réserve de disponibilité chez l'éditeur.

Prix indicatif 18,09 €

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