Linear Algebra/Matrix Theory
For students desiring to study mathematics, engineering, physics, or chemistry at the university level, linear algebra/matrix theory is an absolute requirement. Linear Algebra is the mathematical study of vectors and vector spaces (also called linear spaces). Matrices are widely used to represent the linear transformations that input one vector and output another. Currently, you have received a solid foundation in Calculus. The only REAL prerequisite for this material is a good knowledge of high school algebra. We have designated AB Calculus as a requirement because everyone will need strong algebra skills and good analytical ability. Linear Algebra has many practical applications, not limited to math/physics/engineering. It shows up in economics, logistics, finance, computer science, operations research, and lots of other disciplines.
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 Student Information Sheet (10.37 KB)
 Syllabus - Linear Algebra (Matrix Theory) (123.3 KB)
Syllabus - Linear Algebra (Matrix Theory)
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Dr. Stewart's office hours (for help).
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