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Extending Bianchi's classification of homogeneous three-manifolds

A few of the Bianchi types of homogeneous cosmologies described by three-dimensional groups of motions G(3) with transitive actions on three- manifolds were extended to those involving transitive groups of motions G(r) with additional dimensions of four-manifolds. In order to extend a three-manifold...

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Main Author: Abdullah, Aslam
Format: Book
Language:English
Published: LAP LAMBERT Academic Publishing 2016
Subjects:
QB980-991 Cosmogony. Cosmology
Online Access:http://eprints.uthm.edu.my/4145/1/2016_Extending%20Bianchi%27s%20Classification%20of%20Homogeneous%20Three-Manifolds.pdf
http://eprints.uthm.edu.my/4145/
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spelling my.uthm.eprints.41452022-01-23T05:05:45Z http://eprints.uthm.edu.my/4145/ Extending Bianchi's classification of homogeneous three-manifolds Abdullah, Aslam QB980-991 Cosmogony. Cosmology A few of the Bianchi types of homogeneous cosmologies described by three-dimensional groups of motions G(3) with transitive actions on three- manifolds were extended to those involving transitive groups of motions G(r) with additional dimensions of four-manifolds. In order to extend a three-manifold metric which admits the Bianchi type N (N=I, II, V, IX) to that of four-manifold, the group G(r) was chosen. LAP LAMBERT Academic Publishing Abdullah, Aslam 2016-11-16 Book PeerReviewed text en http://eprints.uthm.edu.my/4145/1/2016_Extending%20Bianchi%27s%20Classification%20of%20Homogeneous%20Three-Manifolds.pdf Abdullah, Aslam (2016) Extending Bianchi's classification of homogeneous three-manifolds. LAP LAMBERT Academic Publishing. ISBN 9783659953729
institution Universiti Tun Hussein Onn Malaysia
building UTHM Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Tun Hussein Onn Malaysia
content_source UTHM Institutional Repository
url_provider http://eprints.uthm.edu.my/
language English
topic QB980-991 Cosmogony. Cosmology
spellingShingle QB980-991 Cosmogony. Cosmology
Abdullah, Aslam
Extending Bianchi's classification of homogeneous three-manifolds
description A few of the Bianchi types of homogeneous cosmologies described by three-dimensional groups of motions G(3) with transitive actions on three- manifolds were extended to those involving transitive groups of motions G(r) with additional dimensions of four-manifolds. In order to extend a three-manifold metric which admits the Bianchi type N (N=I, II, V, IX) to that of four-manifold, the group G(r) was chosen.
author2 Abdullah, Aslam
author_facet Abdullah, Aslam
Abdullah, Aslam
format Book
author Abdullah, Aslam
author_sort Abdullah, Aslam
title Extending Bianchi's classification of homogeneous three-manifolds
title_short Extending Bianchi's classification of homogeneous three-manifolds
title_full Extending Bianchi's classification of homogeneous three-manifolds
title_fullStr Extending Bianchi's classification of homogeneous three-manifolds
title_full_unstemmed Extending Bianchi's classification of homogeneous three-manifolds
title_sort extending bianchi's classification of homogeneous three-manifolds
publisher LAP LAMBERT Academic Publishing
publishDate 2016
url http://eprints.uthm.edu.my/4145/1/2016_Extending%20Bianchi%27s%20Classification%20of%20Homogeneous%20Three-Manifolds.pdf
http://eprints.uthm.edu.my/4145/
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score 13.211869

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