Lecture Series N. 13: The Schwarz Function and its Genralization to Higher Dimensions (1988)

Math Department > Spring Lecture Series > A History of the Spring Lecture Series > Lecture Series N. 13: The Schwarz Function and its Genralization to Higher Dimensions (1988)

The proceedings of this conference have appeared in: "The Schwartz Function and Its Generalization To higher Dimension", by H.S. Shapiro, University of Arkansas Lecture Notes in Mathematics, Vol.9 (1992), John Wiley & Sons Publ. ISBN: 047157127X
Contributions by:

¨ P. Davis, "On the spiral of Theodorus"

¨ M. Essen, "A geenralization of the M. Riesz theorem on conjugate functions and the Zygmund L log L theorem to R^d, d>2"

¨ L. Hansen, "Circle Packings and conformal mappings"

¨ R. Kaufman, "Removable sets: Between BMO and L"

¨ J. Anderson, "Algebras of solutions to Partial Differential Equations"

¨ E. Reich, "Analytic functions of class L^1(\Omega) and their relation to quasiconformal maps"

¨ D. Marshall, "Harmonic measure and Radial projection"

¨ R. Gilbert, "Some free and moving boundary problems in R^n"

¨ A. Shields,

¨ G. Johnsson, "Cauchy Problem for the Laplace Equation with entire data on the complex sphere"

¨ P. Shi, "Invariance Property of the Hele-Shaw flows"

¨ B. Gustafsson, "On quadrature domains and an inverse problem in potential theory"

¨ M . Sakai, "Finitness of the Family of simply connected quadrature domains"

¨ E. Saff, "A principal contamination in the best polynomial approximation"

¨ J. Cima, "Hankel operators and H^p-spaces"

¨ T. Metzger, "On a conjecture of J. Brennan"

¨ M. Mateljevic, "The distance in L to H and related problems"