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Nearly K Hler Manifold (Paperback) Loot Price: R782
Discovery Miles 7 820
Nearly K Hler Manifold (Paperback):
Nearly K Hler Manifold (Paperback):

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Nearly K Hler Manifold (Paperback)

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Loot Price R782 Discovery Miles 7 820 | Repayment Terms: R73 pm x 12*

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Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. In mathematics, a nearly K hler manifold is an almost Hermitian manifold M, with almost complex structure J, such that the (2,1)-tensor \nabla J is skew-symmetric. So, for every vectorfield X on M. In particular, a K hler manifold is nearly K hler. The converse is not true. The nearly K hler six-sphere S6 is an example of a nearly K hler manifold that is not K hler. The familiar almost complex structure on the six-sphere is not induced by a complex atlas on S6. A nearly K hler manifold should not be confused with an almost K hler manifold. An almost K hler manifold M is an almost Hermitian manifold with a closed K hler form: d = 0. The K hler form or fundamental 2-form is defined by where g is the metric on M. The nearly K hler six-sphere is an example of a nearly K hler manifold that is not almost K hler.

General

Imprint: Utilpublishing
Country of origin: United States
Release date: 2013
First published: 2013
Dimensions: 229 x 152 x 6mm (L x W x T)
Format: Paperback - Trade
Pages: 100
ISBN-13: 978-6139151851
Barcode: 9786139151851
Categories: Promotions
Books > Science & Mathematics > Mathematics
Books > Science & Mathematics > Mathematics > General
LSN: 6139151856

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