Opérateur de type Dirac et trou noir BHTZ

(2020)

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Abstract
This thesis introduces a new Dirac type operator on the two dimensional anti-de Sitter space seen as a homogeneous space G/H. We prove that this operator is G-invariant and symmetric. A geometrical study of the BHTZ black hole is also presented in which we have corrected some issues of double covering from the existant literature. We also introduce a more readable way to write the horizon of the black hole.