University of Cambridge > Talks.cam > Isaac Newton Institute Seminar Series > The Szegö Kernel and Oblique Projections: Conformal Mapping of Non-smooth Regions

The Szegö Kernel and Oblique Projections: Conformal Mapping of Non-smooth Regions

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CATW03 - Computational complex analysis

A method for computing the Riemann mapping function of
a smooth domain is extended to include the case of simply connected
convex regions with corners, in
particular convex polygons.
The method expresses the Szegö kernel
as the solution of an integral equation; the equation is modified to allow for corners in the region.

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