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NJIT Applied Mathematics Colloquium
Friday, February 12, 2010, 11:30am
Cullimore Lecture Hall II
New Jersey Institute of Technology
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Complex variable methods applied to moving boundary problems
NJIT
We will selectively review the application of complex variable methods to moving boundary problems, with specific reference to the Hele-Shaw problem, and slow viscous flow driven by surface tension (in 2D, or quasi-2D). Established theory and results will be discussed, as well as some open questions and new directions.
Last Modified: Jan 2010
Linda Cummings
L i n d a . J . C u m m i n g s @ n j i t . e d u