The study of the Dirac equation in curved space in the Schwarzschild metric.

Name: Wesllen Hammet Rupf Ferreira
Type: MSc dissertation
Publication date: 30/10/2020
Advisor:

Namesort descending Role
Humberto Belich Junior Advisor *

Examining board:

Namesort descending Role
Gabriel Luchini Martins Internal Examiner *
Humberto Belich Junior Advisor *
José Abdalla Helayel Neto External Examiner *
Wesley Spalenza Co advisor *

Summary: This work presents the study of the reasons for the need for the introduction of gravitation, General Relativity, whose foundation is based on Differential Geometry, together with theories that describe matter. We are going to establish the objects of this geometry and build the Einstein equation, then obtaining a result of this equation, which is the Schwarzschild space-time metric. With that we will look for ways through the gauge theories to describe the spin in the curved space and to
describe a Dirac particle in that metric.

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