Complex Variables and Integral Transforms with Applications

MATH-6640

Review of basic complex variables theory; power series, analytic functions, singularities, and integration in the complex plane. Integral transforms (Laplace, Fourier, etc.) in the complex plane, with application to solution of PDEs and integral equations. Asymptotic expansions of integrals (Laplace method, methods of steepest descent and stationary phase), with emphasis on extraction of useful information from inversion integrals of transforms. Problems to be drawn from linear models in science and engineering.

4 credits

Past Term Data

Offered
Not Offered
Offered as Cross-Listing Only
No Term Data
Spring Summer Fall
(Session 1) (Session 2)
2023
Complx Vari Integral Transform (4c)
  • Ashwani Kumar Kapila
Seats Taken: 5/25
2022
2021
Complx Vari Integral Transform (4c)
  • Ashwani Kumar Kapila
Seats Taken: 16/30
2020
2019
Complx Vari Integral Transform (4c)
  • Ashwani Kumar Kapila
Seats Taken: 11/25
2018
2017
Complx Vari Integral Transform (4c)
  • Isom Herron
Seats Taken: 9/30
2016
2015
Complx Vari Integral Transform (4c)
  • Ashwani Kumar Kapila
Seats Taken: 16/30
2014
2013
Complx Vari Integral Transform (4c)
  • Gregor Kovacic
Seats Taken: 26/30
2012
2011
Complx Vari Integral Transform (4c)
  • Ashwani Kumar Kapila
Seats Taken: 20/30
2010
2009
Complx Vari Integral Transform (4c)
  • Isom Herron
Seats Taken: 12/40
2008
2007
Complx Vari Integral Transform (4c)
  • Isom Herron
Seats Taken: 11/30
2006
2005
Complx Vari Integral Transform (4c)
  • Ashwani Kumar Kapila
Seats Taken: 14/30
2004
2003
Complx Vari Integral Transform (4c)
  • Isom Herron
Seats Taken: 8/25
2002
2001
2000
1999
1998