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Differential Equations: A Toolbox for Modeling the World (paperback and pdf BUNDLE)

Differential Equations: A Toolbox for Modeling the World (paperback and pdf BUNDLE)

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Bundle—paperback text and lifetime FREE electronic editions.

This paperback and PDF bundle give you access to your textbook in the way that works best for you. Sometimes you like to hold a real, physical book in your hand, and sometimes you want the book on your screen.

You will immediately receive a unique download link in your email. You may download the PDF to any device you own. You will also receive a paperback copy.

Expect the paperback book to arrive within 4–11 business days, and you will receive an updated link whenever a new version of the PDF is available.

  • Author: Dr. Kurt Bryan, Rose-Hulman Institute of Technology, Terre Haute IN USA
  • ISBN: 978-1-63877-937-7
  • Version: 1.12, printed August 2022
  • Formats: Paperback (10 × 7.5 × 1.125 inches) and PDF with hyperlinks
  • 561 pages, In English
  • Low-cost price of $79US
  • New PDF editions free for life

"This book is the only one this reviewer is aware of that presents differential equations in a modeling context rather than merely adding a bit of modeling to the standard presentation. If you want to study the mathematics of differential equations in a modeling context, you are in the right place."

Dr. Glenn Ledder, University of Nebraska, review in The UMAP Journal

Have a look at the Table of Contents and Chapter 1 (PDF, 3.92M) to see a sample of the modeling first approach, scope of topics, and how this will help your teaching and enhance your students' learning and understanding.

  • Modeling first approach throughout
  • Links to many SIMIODE Modeling Scenarios and other sources
  • Fresh narrative on the rationale for studying differential equations
  • Practice problems and questions, many with solutions
  • Projects in each section
  • Modeling threads through the text
  • Extra sections and appendices, e.g., control theory, linear algebra, circuits

Supplementary Materials - We invite you to peruse the supplementary materials for Students and Instructors. You will find helpful code samples, hints, solutions, and data sets.

Proceeds sustain the SIMIODE Community of Practice. SIMIODE is a US-based 501(c)(3) non-profit organization focused on a modeling first method of teaching differential equations.

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