Calderón's Problem for Lipschitz Classes and the Dimension of Quasicircles
Calderón's Problem for Lipschitz Classes and the Dimension of Quasicircles
In the last years the mapping properties of the Cauchy integral CGf(z) = 1/(2pi) ?G [f(?) / ? - z] d? have been widely studied. The most important question in this area was Calderon's problem, to determine those rectifiable Jordan curves G for which CG defines a bounded operator on …