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Course Features

  • Lecture notes
  • Assignments (no solutions)
  • Exams (no solutions)

Course Description

This undergraduate level Algebra I course covers groups, vector spaces, linear transformations, symmetry groups, bilinear forms, and linear groups.


Lecture Notes

 

The topic names represent the content of the handouts.
The Matrix Exponential (PDF)
Geometry of the Special Unitary Group (PDF)
The Spectral Theorem (PDF)

Symmetric Forms (PDF)
Geometry of C2 (PDF)
Stereographic projection of the Hopf Fibration Matlab Program (PDF) (Courtesy of Huan Yao. Used with permission.)
Plane Crystallographic Groups with Point Group D1 (PDF)
Isometries (PDF)
The Multiplicative Group of Integers Modulo (PDF)
Permutations (PDF)
 
Permutation Matrices (PDF)
Normal Subgroups of SL2 (PDF)
The Alternating Group (PDF)
Rotations and Isometries (PDF)
Congruence of Integers (PDF)
Greatest Common Divisor and Least Common Multiple (PDF)

 

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