Processing Math: Done
jsMath
Differences between revisions 8 and 9
Revision 8 as of 2010-08-19 13:02:11
Size: 1687
Editor: kcrisman
Comment:
Revision 9 as of 2010-08-19 13:31:30
Size: 2156
Editor: kcrisman
Comment:
Deletions are marked like this. Additions are marked like this.
Line 25: Line 25:
  * Differential Equations
  * Graph Theory / Discrete
  * Number Theory / Crypto
  * Abstract Algebra
  * Linear Algebra
  * Numerical Analysis
  * Statistics / distributions
  * Multivariable Calculus
  * [[attachment:PREP Quickstart, Differential Equations.sws|Differential Equations]]
  * [[attachment:PREP Quickstart, Graph Theory and Discrete Math.sws|Graph Theory / Discrete]]
  * [[attachment:PREP Quickstart, Number Theory and Cryptography.sws|Number Theory / Crypto]]
  * [[attachment:PREP Quickstart, Abstract Algebra.sws|Abstract Algebra]]
  * [[attachment:PREP Quickstart, Linear Algebra.sws|Linear Algebra]]
  * [[attachment:PREP Quickstart, NumAnalysis.sws|Numerical Analysis]]
  * [[attachment:PREP Quickstart, Statistics and Distributions.sws|Statistics / distributions]]
  * [[attachment:PREP Quickstart, Multivariable Calculus.sws|Multivariable Calculus]]

Tutorials for Sage 2010 PREP workshop

This page will be the home of tutorials from the summer 2010 MAA PREP workshop "Sage: Using Open-Source Mathematics Software with Undergraduates" (funding provided by NSF DUE 0817071).

Basic Tutorials

  • The first tutorial is about the absolute basics of evaluating mathematics, defining functions, finding help, and annotating Sage worksheets.

  • The second tutorial demonstrates the basics of using symbolic expressions and plotting in Sage.

  • The third tutorial introduces the most common uses of Sage within the (extended) calculus sequence.

Advanced Tutorials

  • There is an introduction to more advanced plotting techniques, in two parts.
  • We also provide an introduction to the most basic programming skills needed for advanced use of Sage.

  • The interactive capabilities of Sage for classroom demonstration or lab use are relatively easy to use; this worksheet has little dialogue, but shows how one can go from a simple command to a complex "Sagelet" in a slow, step-by-step manner.

Topical Quickstarts

We also have additional mini-tutorials for specific subfields of undergraduate mathematics as implemented in Sage and its components.

prep/2010/Tutorials (last edited 2010-08-19 13:34:33 by kcrisman)