Differential Equations: Techniques, Theory, and Applications

Barbara D. MacCluer, Paul S. Bourdon, and Thomas L. Kriete,
Publication Year: 2019
ISBN-13: 978-1-4704-4797-7
Additional material on this page is provided by the authors.

Contact information

Additional Material for the Book

An instructor's manual for this title along with solutions to the additional web projects are available electronically to those instructors who have adopted the textbook for classroom use. Please send email to textbooks@ams.org for more information.

Errata (posted 2/2020)

Additional Material for Differential Equations: Techniques, Theory, and Applications
Guide to the Projects
Dives with Stops and Tissue k-Values
Torricelli.zip, containing i. TestingTorricelli.pdf ii. Torricelli.nb
Orthogonal.zip, containing i. OrthogonalTrajectories.pdf ii. OrthoFamiliesMathematica.nb
Catenary.zip, containing i. Catenary.pdf ii. Catenary.nb iii. SuspendedRope.pptx
Filters.zip, containing i. HighPassLowPassFilters.pdf ii. HighPassLowPassMathematica.nb
Tautochrone.zip, containing i. Tautochrone.pdf ii. TautochroneMathematica.nb
Transmissibility of COVID-19 outside China, containing i. COVID-19MathematicaStarter.nb ii. COVID-19.pdf
Competition.zip, containing i. CompetitionForSpace.pdf ii. Competition.nb
Solitons.zip, containing i. ProjectSolitonsAndKdV.pdf ii. Solitons.nb
Schrodinger.zip, containing i. SchrodingerandBoxedElectron.pdf ii. BoxedElectron.nb
Pancakes.zip, containing i. MakingPancakes.pdf ii. MakingPancakesMathematica.nb
2021_new_projects.zip, containing i. ProjectCovidandVaccination.zip ii. ProjectLegendreEquation.zip iii. ProjectAnSIQRCovidmodel.zip