On the Douglas–Dirichlet functional and harmonic quasiconformal mappings

Authors :: Wei Hanbai
Source :: Complex Variables, Theory and Application: An International Journal. 49:1107-1115
Publication Year :: 2004
Publisher :: Informa UK Limited, 2004.
Abstract: In this article, we discuss the minimal mappings of Douglas–Dirichlet functional and harmonic quasiconformal mappings, and solve the uniqueness problem of harmonic quasiconformal mappings posed by Shibata.

Subjects :: Quasiconformal mapping
Mathematics::Dynamical Systems
Extremal length
Mathematics::Complex Variables
Riemann surface
Mathematical analysis
Harmonic (mathematics)
General Medicine
Dirichlet distribution
symbols.namesake
Computer Science::Graphics
symbols
Uniqueness
Mathematics

ISSN :: 15635066 and 02781077
Volume :: 49
Database :: OpenAIRE
Journal :: Complex Variables, Theory and Application: An International Journal
Accession number :: edsair.doi...........84072cb4f38c80f1304d97e6209ec4bd

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