PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS
The Penrose inequality is a form of inequality that use to validate CCC (Cosmic Censorship Conjecture). There are many forms of Penrose inequality, one of that, called as Penrose type inequality. In this thesis we will review the formulation of Penrose type inequality for higher dimensional charged...
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id-itb.:460692020-02-14T08:19:46ZPENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS Faturahman, Agri Fisika Indonesia Theses CCC (Cosmic Censorship Conjecture), Charged Hawking Mass, Monotonity. INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/46069 The Penrose inequality is a form of inequality that use to validate CCC (Cosmic Censorship Conjecture). There are many forms of Penrose inequality, one of that, called as Penrose type inequality. In this thesis we will review the formulation of Penrose type inequality for higher dimensional charged black holes. Then, we will prove that the Penrose type inequality satisfies Einstein-Maxwell initial data set. The prove start with defining charged Hawking mass in higher dimensions. Hawking mass is one of the quasilocal mass and commonly used for proving Penrose inequality. Furthermore, Penrose type inequality can be proved using monotonity of higher dimensional charged Hawking mass that we defined. text |
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Fisika Faturahman, Agri PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS |
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The Penrose inequality is a form of inequality that use to validate CCC (Cosmic Censorship Conjecture). There are many forms of Penrose inequality, one of that, called as Penrose type inequality. In this thesis we will review the formulation of Penrose type inequality for higher dimensional charged black holes. Then, we will prove that the Penrose type inequality satisfies Einstein-Maxwell initial data set. The prove start with defining charged Hawking mass in higher dimensions. Hawking mass is one of the quasilocal mass and commonly used for proving Penrose inequality. Furthermore, Penrose type inequality can be proved using monotonity of higher dimensional charged Hawking mass that we defined. |
| format |
Theses |
| author |
Faturahman, Agri |
| author_facet |
Faturahman, Agri |
| author_sort |
Faturahman, Agri |
| title |
PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS |
| title_short |
PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS |
| title_full |
PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS |
| title_fullStr |
PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS |
| title_full_unstemmed |
PENROSE TYPE INEQUALITY AND THE DEFINITION OF CHARGED HAWKING MASS IN HIGHER DIMENSIONS |
| title_sort |
penrose type inequality and the definition of charged hawking mass in higher dimensions |
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https://digilib.itb.ac.id/gdl/view/46069 |
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