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Courses

221. a and b. Linear Algebra (1)

The theory of higher dimensional space. Topics include: geometric properties of n-space, matrices and linear equations, vector spaces, linear mappings, determinants.
Prerequisite for all intermediate courses: Mathematics 122, 125, or permission of the department, unless otherwise indicated.

324. a or b. Complex Analysis (1)

Integration and differentiation in the complex plane. Topics include: holomorphic (differentiable) functions, power series as holomorphic functions, Taylor and Laurent series, singularities and residues, complex integration and, in particular, Cauchy’s Theorem and its consequences.
Prerequisite for all advanced courses: Mathematics 220 and 221, unless otherwise indicated.

To view other courses in the Mathematics Department, visit the Course Catalog