- Abstract:
-
A method is described for the computation of the Green's function in the complex plane corresponding to a set of K symmetrically placed polygons along the real axis. An important special case is a set of K real intervals. The method is based on a Schwarz-Christoffel conformal map of the part of the upper half-plane exterior to the problem domain onto a semi-infinite strip whose end contains K-1 slits. From the Green's function one can obtain a great deal of information about polynomial approx...
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- Publication date:
- 1998-10-05
- URN:
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uuid:805711fd-ba09-4147-ac11-24a7975f0b6c
- Local pid:
- oai:eprints.maths.ox.ac.uk:1298
- Copyright date:
- 1998
Report
Green's functions for multiply connected domains via conformal mapping
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