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Fall 2017
Nov 20, 2017
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MATH 366 - Honours Complex Analysis.
Functions of a complex variable, Cauchy-Riemann equations, Cauchy's theorem and its consequences. Uniform convergence on compacta. Taylor and Laurent series, open mapping theorem, Rouché's theorem and the argument principle. Calculus of residues. Fractional linear transformations and conformal mappings.

Taught in alternate years
Prerequisite: MATH 248.
Corequisite: MATH 354.
Restriction: Not open to students who have taken or are taking MATH 466, MATH 249, MATH 316, MATH 381.

3.000 Credit hours

Schedule Types: Lecture, Final Exam, Midterm Exam

Faculty of Science
Mathematics and Statistics Department

Restrictions:
May not be enrolled in one of the following Levels:     
      Doctorate
      Masters & Grad Dips & Certs
May not be enrolled in one of the following Faculties:     
      Faculty of Dentistry
      Faculty of Medicine
      School of Continuing Studies

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