About Applied Discrete Stuctures:
Sage Cell Pages:
Applied Discrete Stuctures by Al Doerr and Ken Levasseur is a free open content textbook. You can essentially share it with anyone as long as you leave the Creative Commons license in place. See a more precise legal description below.
You can print any of the documents, but we encourage you to save trees and view them on a computer, iPad, book reader, or smart phone. You can also view them online. and there are Mathematica Notebooks with the same material available on the wiki site.
Instructors may bundle any subset of the pdf's or Notebooks on the wiki site for distribution to their students.
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The Sage Cell Server is an open-source, scalable, and easy-to-use web interface to Sage, a comprehensive open-source math software system. We have begun to embed some related material into webpages with Sage Cells. |
Version 2.0 All 16 chapters and solutions to odd numbered exercises are now available in a single pdf or split into two parts.
|Full Version||Part 1 - Fundamentals||Part 2 - Algebraic Structures|
|Printed & Bound Copies|
Note to Instructors: So that students can have either the one or two part versions, the pdf's and bound versions of Part 1 and Part 2 have the same page numberings within chapters as the full version. Pageation in the solutions does vary. If you adopt the book, please let us know!
|As we identify errors, they will be logged on the Errata Page.|
Computer users: Download the pdf file for your course (see above). Save it anywhere on your computer and view it with any pdf viewer (e. g. Adobe Acrobat Reader). No need to be online!
iPad users: We recommend the GoodReader app ($4.99 on Apple's app store) for viewing and managing pdf's. To get the necessary files for this book:
Nook and Kindle and other tablet users You should be able to read the pdf's on your tablet computer. Download the pdf's as any other computer user would and then load them onto your ebook reader. The process of downloading is probably similar to that how you do it with GoodReader.
|Full Text||Part 1 - Fundamentals||Part 2 - Algebraic Structures|