MERLOT Materials
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MERLOT MaterialsCopyright (C) 2018 MERLOT Some Rights ReservedThu, 14 Mar 2013 16:17:19 GMTMERLOThttps://www.merlot.org/merlot/images/merlot_column.png
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-1-1UML webMathematica
https://www.merlot.org/merlot/viewMaterial.htm?id=79375
A collection of webMathematica scripts on a variety of topics in mathematics including calculus, number theory and abstract algebra. In each script, html form input is processed by a remote version of Mathematica and output is returned. No Mathematica expertise is required other than familiarity with some notation (e. g. Pi for pi ).Mon, 05 May 2003 07:00:00 GMTKen LevasseurTic-Tac-Toe
https://www.merlot.org/merlot/viewMaterial.htm?id=86213
In this two-player game, players take turns assigning a value to one of the entries in a three by three matrix. Player N can select any free entry and give it a value of 1, while Player S can assign any entry the value 0. Player S wins if the matrix becomes singular; i. e. have a zero determinant. Otherwise, Player N wins.Thu, 09 Mar 2006 08:00:00 GMTKen Levasseur UMass LowellApplied Discrete Structures
https://www.merlot.org/merlot/viewMaterial.htm?id=740675
<p><strong>Applied Discrete Structures</strong> by <a href="http://faculty.uml.edu/math/faculty/doerr.htm" target="_new">Al Doerr</a> and <a href="http://faculty.uml.edu/klevasseur/" target="_new">Ken Levasseur</a> is a <em>free</em> open content textbook in discrete mathematics. Originally published in 1984 & 1989 by Pearson, the book has been updated to include references to Mathematica and Sage, the open source computer algebra system. </p><p><strong>Contents:</strong></p><p>Front Matter: Contents and Introduction</p><p><span>Chapter 1: Set Theory I</span><span> </span></p><p><span>Chapter 2: Combinatorics</span><span> </span></p><p><span>Chapter 3: Logic</span><span> </span></p><p><span>Chapter 4: More on Sets</span><span> </span></p><p><span>Chapter 5: Introduction to Matrix Algebra</span><span> </span></p><p><span>Chapter 6: Relations and Graphs</span><span> </span></p><p><span>Chapter 7: Functions</span><span> </span></p><p><span>Chapter 8: Recursion and Recurrence Relations</span><span> </span></p><p><span>Chapter 9: Graph Theory</span><span> </span></p><p><span>Chapter 10: Trees</span><span> </span></p><p><span>Chapter 11: Algebraic Systems</span><span> </span></p><p><span>Chapter 12: More Matrix Algebra</span><span> </span></p><p><span>Chapter 13: Boolean Algebra</span><span> </span></p><p><span>Chapter 14: Monoids and Automata</span><span> </span></p><p><span>Chapter 15: Group Theory and Applications</span><span> </span></p><p><span>Chapter 16: An Introduction to Rings and Fields</span><span> </span></p><p><span>Solutions to Odd-Numbered Exercises</span><span> </span></p>Thu, 14 Mar 2013 16:17:19 GMTKen Levasseur; Alan Doerr UMass Lowell