(Q1353916)

English

Kähler manifold

smooth manifold carrying compatible complex, Riemannian, and symplectic structures

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nearly Kähler manifold

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named after

Erich Kähler

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imported from Wikimedia project

German Wikipedia

discoverer or inventor

Erich Kähler

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time of discovery or invention

1932

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defining formula

{\begin{aligned}g(u,v)&=\omega (u,Jv)=\operatorname {Re} h(u,v)=g(Ju,Jv)\\\omega (u,v)&=\operatorname {Re} h(\mathrm {i} u,v)=\operatorname {Im} h(u,v)\end{aligned}}

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maintained by WikiProject

WikiProject Mathematics

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Stack Exchange tag

https://mathoverflow.net/tags/kahler-manifolds

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https://math.stackexchange.com/tags/kahler-manifolds

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Identifiers

Bibliothèque nationale de France ID

12290045m

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stated in

Integrated Authority File

30 March 2018

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Integrated Authority File

30 March 2018

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Faceted Application of Subject Terminology

retrieved

30 March 2018

National Library of Israel J9U ID

987007538505305171

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stated in

National Library of Israel Names and Subjects Authority File

Library of Congress authority ID

sh85071275

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stated in

Integrated Authority File

30 March 2018

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30 March 2018

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28 October 2013

Great Russian Encyclopedia portal ID

kelerovo-mnogoobrazie-b25662

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MathWorld ID

KaehlerManifold

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Microsoft Academic ID

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1 reference

26 January 2022

https://docs.openalex.org/download-snapshot/snapshot-data-format

PlanetMath ID

KahlerManifold

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ScienceDirect topic ID

mathematics/kahler-manifold

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(Q1353916)

Kähler manifold

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