The Schroedinger Equation in a Minimum Length Scenario.

Name: André Oakes de Oliveira Gonçalves
Type: PhD thesis
Publication date: 29/11/2019
Advisor:

Name	Role
José Alexandre Nogueira	Advisor *

Examining board:

Name	Role
Clisthenis Ponce Constantinidis	Internal Examiner *
Gláuber Carvalho Dorsch	External Examiner *
José Alexandre Nogueira	Advisor *
Júlio César Fabris	Internal Examiner *
Raphael Góes Furtado	External Examiner *
Valerio Marra	Internal Examiner *
Wesley Spalenza	External Examiner *

Summary: In order to quantify a gravitation, several images predicted the existence of a third length in nature. The retrieval mechanism is quantum mechanics WHERE Heisenberg’s principle is modified, making it impossible for the uncertainty particle position to be less than the minimum length. This work aims to investigate a Schroedinger equation in a minimum length scenario, while Schroedinger equalization theory in a minimum length scenario in
nature. To do this, you need to reinterpret the Euler-Lagrange equations and classical field theories. Finally, let’s get a quantization for Shcroedinger’s equation.

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