(Q769569)

English

Schwarz–Christoffel mapping

conformal map of the upper half-plane or the complex unit disk onto the interior of a simple polygon

Schwarz–Christoffel transformation

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Elwin Bruno Christoffel

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defining formula

f(\zeta )=\int ^{\zeta }{\frac {K}{(w-a)^{1-(\alpha /\pi )}(w-b)^{1-(\beta /\pi )}(w-c)^{1-(\gamma /\pi )}\dotsm }}\,\mathrm {d} w

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WikiProject Mathematics

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Commons category

Schwarz–Christoffel mapping

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Identifiers

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28 October 2013

Microsoft Academic ID

91268552

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PlanetMath ID

SchwarzChristoffelTransformation

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SchwarzChristoffelTransformationcircularVersion

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Wikipedia(6 entries)

dewiki Schwarz-Christoffel-Transformation
enwiki Schwarz–Christoffel mapping
eswiki Mapeado Schwarz-Christoffel
ptwiki Transformação de Schwarz-Christoffel
ruwiki Отображение Шварца — Кристоффеля
zhwiki 施瓦茨-克里斯托费尔映射

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Multilingual sites(1 entry)

commonswiki Category:Schwarz–Christoffel mapping