Asymptotic representation of conformal maps of strip domains without boundary regularity

AUTOR(ES)

Rodin, Burton

RESUMO

Many parts of the subject of the boundary behavior of conformal mappings can be subsumed under the general heading of asymptotic representations of the Riemann mapping function near a boundary point. Asymptotic representations have, up to now, required that the boundary of the domain satisfy various types of regularity conditions. The results announced here give a method for obtaining asymptotic representations when the domain fails to satisfy such regularity conditions.

Documentos Relacionados

• CONFORMAL MAPS OF SMALL DISKS*
• REGULARITY AT THE BOUNDARY OF THE δ-NEUMANN PROBLEM*
• DNA sequence representation without degeneracy
• From the representation theory of vertex operator algebras to modular tensor categories in conformal field theory
• A class of convex preferences without concave representation