This modern introduction to differential equations covers traditional subjects, as well as modern topics such as fundamentals of dynamical systems theory and. Find great deals for Differential Equations: An Applied Approach by J. M. Cushing (, Hardcover). Shop with confidence on eBay!. Authors: J. M. Cushing. Title: Differential Equations: An Applied Approach. Binding: Hardcover. Product Category: Books. Condition: Good. List Price ( MSRP).
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Differential Equations : An Applied Approach by J. M. Cushing (2004, Hardcover)
Model derivations are discussed, assumptions are laid out, interpretations and punch lines are drawn from the analysis, and in some cases the results are compared to real data. For introductory courses in differential equations. For example, one could devise instead a set of case studies that exposes a student to in-depth applications from several different disciplines in order to attain more interdisciplinary breadth.
A book that has been read but is in good condition. Learn More – opens in a new window or tab Any international shipping and import charges are paid in part to Pitney Bowes Inc. Dissemination or sale of any part of this work including on the World Wide Web will destroy the integrity of the work and is not permitted. For example, it is aapproach often the case that slope fields, the Euler numerical algorithm, and the separation of variables method for single first-order equations are taught in a first course on calculus.
The volume emphasizes analyzing solutions rather than finding solution formulas, introduces numerical methods early in the book and provides case studies for each subject area. Linearity and the Inverse Laplace Transform. Your rating has been recorded. Answers to Selected Exercises. differebtial
Add to watch equatios. If you’re interested in creating a cost-saving package for your students contact your Pearson Account Manager. You have requested access to a digital product. At some schools linear algebra is prerequisite for a first course in differential equations or students have had at least some exposure to matrix algebrawhile at other schools this is not the case.
Linear Systems of Equations.
Differential equations : [an applied approach] (Book, ) 
Skip to main content. Read about Durham University’s experience of creating a bespoke course eBook for j.m.cushiing engineering students digferential. Get fast, free shipping with Amazon Prime. The volume emphasizes analyzing solutions rather than finding solution formulas, introduces numerical methods early in the text, and provides case studies for each subject area.
Reviews User-contributed reviews Add a review and share your thoughts with other readers. An Applied Approach b The volume addresses first order equations, linear first order equations, nonlinear first order equations, systems and higher order equations, homogeneous linear systems and appproach order equations, nonhomogeneous linear systems, approximations and series solutions, nonlinear systems and Laplace transforms.
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The book, however, develops all topics first without a linear or matrix algebra prerequisite and include follow-up sections that introduce the use of these subjects at appropriate times. For additional information, see the Global Shipping Program terms and conditions – opens in a new window or tab This amount includes applicable customs duties, taxes, brokerage and other fees.
This item will be shipped through the Global Shipping Program and includes international tracking. You know how to convey knowledge in a way that is relevant and relatable to your class.
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The name field is required. Cancel Forgot your password? If you have a separate IRC account, please log in using that login name and password. Some features of WorldCat will not be available. Organization The book begins with the study of a single first-order equations in Chapters 1, 2, and 3 and then covers in Equahions 4 through 9 systems of first order equations which includes higher order equations.
Provides students with many examples that reinforce the text material. This book is an outgrowth of lecture notes I wrote for an introductory course on differential equations and modeling that I have taught at the University of Equaations for over twenty years.