RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC

RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC

Application of Ricci flow's ideas is used in general relativity theory. The study is taken for the special case, stationary axisymmetric metric which use Ricci flow equation. The result is compared to vacuum Einstein field equation, which give a conclusion that vacuum Einstein field equation is...

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Main Author: EDY KUSUMA (NIM 20206015), BENZ
Format: Theses
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/10096
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:10096
spelling id-itb.:100962017-09-27T14:40:55ZRICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC EDY KUSUMA (NIM 20206015), BENZ Indonesia Theses INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/10096 Application of Ricci flow's ideas is used in general relativity theory. The study is taken for the special case, stationary axisymmetric metric which use Ricci flow equation. The result is compared to vacuum Einstein field equation, which give a conclusion that vacuum Einstein field equation is the trivial solution of Ricci flow equation. The other important discussion is integrability condition. Integrability condition in vacuum Einstein theory is satisfied but in Ricci flow that is not satisfied. Since Ricci Flow give bigger class of solutions which depend on geometry parameter itself compare with vacuum Einstein theory. <br /> text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
description Application of Ricci flow's ideas is used in general relativity theory. The study is taken for the special case, stationary axisymmetric metric which use Ricci flow equation. The result is compared to vacuum Einstein field equation, which give a conclusion that vacuum Einstein field equation is the trivial solution of Ricci flow equation. The other important discussion is integrability condition. Integrability condition in vacuum Einstein theory is satisfied but in Ricci flow that is not satisfied. Since Ricci Flow give bigger class of solutions which depend on geometry parameter itself compare with vacuum Einstein theory. <br />
format Theses
author EDY KUSUMA (NIM 20206015), BENZ
spellingShingle EDY KUSUMA (NIM 20206015), BENZ
RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC
author_facet EDY KUSUMA (NIM 20206015), BENZ
author_sort EDY KUSUMA (NIM 20206015), BENZ
title RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC
title_short RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC
title_full RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC
title_fullStr RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC
title_full_unstemmed RICCI FLOW EQUATION FOR STATIONARY AXISYMMETRIC METRIC
title_sort ricci flow equation for stationary axisymmetric metric
url https://digilib.itb.ac.id/gdl/view/10096
_version_ 1820664880357703680

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