To be xor not to be.
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COURSE DESCRIPTIONS, NOTES, AND HANDOUTS
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Discrete Structures
Syllabus
Discrete
notes
Discrete Structures in Five Chapters
Number Theory
Syllabus
Number Theory
book
Theory of Numbers
Number Theory Web
The Prime Pages
Abstract Algebra 1
Syllabus
(Fall 2009)
Group Theory
notes
Dihedral Group
Abstract Algebra 2
Syllabus
(Spring 2009)
Rings and Fields
notes
Group Theory
notes
The 17-gon
Computational
Number Theory
Syllabus
Computational Number Theory
notes
Number Theory
book
Theory of Numbers
ECM Factorization
GIMPS
Set Theory
Syllabus
Logic and Sets
notes
Discrete Structures in Five Chapters
Mathematics for
Computing
Syllabus
(Fall 2008)
Homework Solution 1
Matrix Algorithms
SAGE
Linear Algebra 2
Syllabus
(Spring 2006)
Matrix Algorithms
Linear Algebra
Graph Theory
Syllabus
(Spring 2006)
Graph Theory
notes
Graph Theory with Applications
Euclidean Geometry
Syllabus
(Spring 2005)
Axioms of Euclidean Geometry
NonEuclid
Numerical Analysis
Syllabus
(Fall 2006)
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