Humberto Belich Junior

Title: Dr (CBPF, Brasil, 2003)

Research groups: CNPq (Google Translator version)
Curriculum: Lattes
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Participation in projects:

Title Starting date Deadline (months)sort ascending Participation in the project
01/06/2009 24 Coordinator *
01/01/1997 0 Researcher *
02/01/2006 0 Researcher *

Participants in examination boards:

Title Name Defense datesort ascending Course
Etory Feller Sperandio 09/12/2011 Master’s Degree in Physics
Hermano Endlich Schneider Velten 25/11/2011 Doctoral Degree in Physics
Juliherme Francisco Piffer 19/08/2011 Master’s Degree in Physics
Study of the phases of calcium oxalate monohydrate kidney stones and determination of a new polymorphic form. Eduardo Bravim Maifrede 11/08/2011 Master’s Degree in Physics
Edson Mascarenhas Santos 08/07/2010 Doctoral Degree in Physics

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Disciplines taught:

Academic termsort ascending Code Name Hours Course
2014/2 PFIS-2031 Topics: Violação Espontânea de Simetria de Lorentz e Fases Geométricas 60 Master’s Degree in Physics
2013/1 PFIS-2031 Topics: Mecânica Clássica 60 Master’s Degree in Physics
2013/1 PFIS-2031 Topics: Teorias Efetivas de Campo - Semicondutores e Cavidades 60 Master’s Degree in Physics
2012/2 PFIS-2031 Topics: Teorias Efetivas de Campo - Supercondutividade 60 Master’s Degree in Physics
2012/1 PFIS-2031 Topics: Violação Espontânea de Simetria 60 Master’s Degree in Physics

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Guided Students:

Name Title Defense datesort ascending Role Type
Leonardo Aguiar do Amaral Dynamic rejection sampling algorithms applied to decentralized search in small-world networks with fractal topology. 23/11/2021 Advisor * PhD thesis
Charles de Aguiar Pereira Navier-Stokes Equations: A Numerical Perspective. 30/06/2021 Advisor * MSc dissertation
Kim Okada Electronic Transport in Nanotransistors. 10/02/2021 Advisor * MSc dissertation
Érico Vinicius Bezerra Leite Spontaneous Violation of Lorentz Symmetry, Non-Commutativity and Kaluza-Klein Scenario for a Relativistic Scalar Particle. 04/12/2020 Advisor * PhD thesis
Wesllen Hammet Rupf Ferreira The study of the Dirac equation in curved space in the Schwarzschild metric. 30/10/2020 Advisor * MSc dissertation

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