Introduction to complex arithmetic, differentiation: analytic functions, Cauchy- Riemann equations, harmonic functions, elementary functions and their mapping properties, integration: Cauchy's Theorem, Cauchy's Integral Formula, Taylor and Laurent series, poles, residues, and the residue theorem. Prerequisite: MATH-1720 Calculus II.
- Credits:
- 3.0
- Academic Level:
- Undergraduate
- Department:
- Science and Mathematics [SM]
- Subject:
- Mathematics [MATH]
- Terms Offered:
(Term Legend)
- 2014SP, 2013SP, 2012SP, 2011SP, 2010SP, 2009SP, 2008SP, 2007SP, 2006SP, 2005FA, 2005SP, 2004SP
Term Legend
Undergraduate
- FA: Fall Semester (August-December)
- SP: Spring Semester (January-May)
- S1: Summer Session 1 (May)
- S2: Summer Session 2 (June)
- S3: Summer Session 3 (Online)
- S4: Summer Session 4 (Independent Study)
Graduate
- FS: Fall Semester (August-December)
- SS: Spring Semester (January-May)
- G1: Summer Session 1
- G2: Summer Session 2
- G3: Summer Session 3
- ST: Special Term