Mathematics (MATH) 366
Complex Variables I (Revision 2)
MATH 366 is an introductory complex variable course covering complex numbers, complex variables function, continuity, limits, derivatives, transcendental functions, integration on the complex plane, infinite series with complex variables, and the residue theorem with some of its applications.
MATH 366 consists of the six units listed below:
- Unit 1: Complex Numbers
- Unit 2: The Complex Function and Its Derivative
- Unit 3: The Basic Transcendental Functions
- Unit 4: Integration in the Complex Plane
- Unit 5: Infinite Series Involving a Complex Variable
- Unit 6: Residues and Their Use in Integration
To receive credit for MATH 366, you must submit all of the course assignments and complete them to the satisfaction of your tutor. You must also achieve a grade of at least 50 percent on each examination, and a course composite grade of at least “D” (50 per cent). The weighting of the composite grade is as follows:
To learn more about assignments and examinations, please refer to Athabasca University's online Calendar.
Wunsch, A. David Wunsch. Complex Variables with Applications. 3d ed. Boston: Pearson Education, Inc. 2005.
The course materials also include an online study guide and an online course orientation.
The Challenge for Credit process allows students to demonstrate that they have acquired a command of the general subject matter, knowledge, intellectual and/or other skills that would normally be found in a university level course.
Full information for the Challenge for Credit can be found in the Undergraduate Calendar.
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Undergraduate Challenge for Credit Course Registration Form
Athabasca University reserves the right to amend course outlines occasionally and without notice. Courses offered by other delivery methods may vary from their individualized-study counterparts.
By AJRobbins at English Wikipedia [Public domain], via Wikimedia Commons
Opened in Revision 2, June 14, 2018.
View previous syllabus