THE HEISENBERG'S TRIDIMENSIONAL GROUP H3

THE HEISENBERG'S TRIDIMENSIONAL GROUP H3

On the basis of [7], we have the necessary theory to study the Heisenberg's group geometry. This paper goal is to carry the whole results to the tridimensional case. We are helped by the characteristics of the Ado theorema(see [3]): "All Lie algebra of dimension n can be characterized with...

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Main Author: Richard santiago Quispe Rivas
Format: Article
Language:Spanish
Published: Universidad Nacional Mayor de San Marcos 2014-09-01
Series:Pesquimat
Subjects:
Algebra de Lie
grupo de Heisemberg
generalizados
álgebra de Heisemberg.
Online Access:http://revistasinvestigacion.unmsm.edu.pe/index.php/matema/article/view/9355
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spelling doaj-bdf0f30949eb425ba13566c3d48633652020-11-25T00:17:05ZspaUniversidad Nacional Mayor de San MarcosPesquimat1560-912X1609-84392014-09-017210.15381/pes.v7i2.93558350THE HEISENBERG'S TRIDIMENSIONAL GROUP H3Richard santiago Quispe Rivas0Facultad de Ciencias Matemáticas - Universidad Nacional Mayor de San Marcos – Lima - Lima – PerúOn the basis of [7], we have the necessary theory to study the Heisenberg's group geometry. This paper goal is to carry the whole results to the tridimensional case. We are helped by the characteristics of the Ado theorema(see [3]): "All Lie algebra of dimension n can be characterized within the square matrix algebra of nxn".http://revistasinvestigacion.unmsm.edu.pe/index.php/matema/article/view/9355Algebra de Liegrupo de Heisemberggeneralizadosálgebra de Heisemberg.
collection DOAJ
language Spanish
format Article
sources DOAJ
author Richard santiago Quispe Rivas
spellingShingle Richard santiago Quispe Rivas
THE HEISENBERG'S TRIDIMENSIONAL GROUP H3
Pesquimat
Algebra de Lie
grupo de Heisemberg
generalizados
álgebra de Heisemberg.
author_facet Richard santiago Quispe Rivas
author_sort Richard santiago Quispe Rivas
title THE HEISENBERG'S TRIDIMENSIONAL GROUP H3
title_short THE HEISENBERG'S TRIDIMENSIONAL GROUP H3
title_full THE HEISENBERG'S TRIDIMENSIONAL GROUP H3
title_fullStr THE HEISENBERG'S TRIDIMENSIONAL GROUP H3
title_full_unstemmed THE HEISENBERG'S TRIDIMENSIONAL GROUP H3
title_sort heisenberg's tridimensional group h3
publisher Universidad Nacional Mayor de San Marcos
series Pesquimat
issn 1560-912X
1609-8439
publishDate 2014-09-01
description On the basis of [7], we have the necessary theory to study the Heisenberg's group geometry. This paper goal is to carry the whole results to the tridimensional case. We are helped by the characteristics of the Ado theorema(see [3]): "All Lie algebra of dimension n can be characterized within the square matrix algebra of nxn".
topic Algebra de Lie
grupo de Heisemberg
generalizados
álgebra de Heisemberg.
url http://revistasinvestigacion.unmsm.edu.pe/index.php/matema/article/view/9355
work_keys_str_mv AT richardsantiagoquisperivas theheisenbergstridimensionalgrouph3
AT richardsantiagoquisperivas heisenbergstridimensionalgrouph3
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