BANCAS DE DEFESAS - PROFMAT
Banca Examinadora da Defesa do Trabalho de Conclusão do Curso
Data: 23/02/2021
Horário: 16h
Mestrando: Roberta Pereira Maciel
Título: Educação Financeira: Uma reflexão sobre o ensino de Teoremas nas escolas
Orientadora: Viviane Pardini Valério
Membra interna: Andréia Malacarne - UFSJ
Membro externo: Wenderson Marques Ferreira - UFOP
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Data: 25/03/2021
Horário: 15 h
Mestrando(a): Gustavo Batista Nogueira
Título: Matemática Financeira na Educação Básica: Uma introdução à Análise de Investimentos
Orientadora: Viviane Pardini Valério
Membra interna: Carla Regina Guimarães Brighenti - UFSJ
Membro externo: Luiz Gustavo Perona Araújo - UFV
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Data: 12/05/2021
Horário: 9h
Mestrando: Éder Silva de Andrade
Título: Educação Financeira: Uma prática na escola
Orientador: Ronaldo Ribeiro Alves
Membra interna: Andréa Cristiane dos Santos Delfino - UFSJ
Membro externo: Rosicler Aparecida de Oliveira - CEFET/MG
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Data: 29/06/2021
Horário: 16 h
Mestrando(a): Thaís Presotti de Almeida Machado
Título: Modelagem matemática para professores: Uma abordagem prática para o ensino de matemática aplicável
Orientador: Francinildo Nobre Ferreira
Membra interna: Viviane Pardini Valério - UFSJ
Membro externo: Sandro Rodrigues Mazorche - UFJF
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Data: 16/07/2021
Horário: 10 h
Mestrando(a): Diego Moreira Maciel
Título: Uma reflexão sobre a intradisciplinaridade entre geometria e álgebra no ensino fundamental
Orientadora: Viviane Pardini Valério
Membro interno: Francinildo Nobre Ferreira - UFSJ
Membro externo: Éder Marinho Martins - UFOP
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Data: 21/07/2021
Horário: 14 h
Mestrando(a): Ricardo Vieira Lima
Título: Cálculo Diferencial e Integral: aspectos da disciplina na formação do professor de Matemática e propostas de sequências didáticas para alunos de Ensino Médio
Orientadora: Andréia Malacarne
Membra interna: Andréa Cristiane dos Santos Delfino - UFSJ
Membro externo: Francis Félix Córdova Puma - UFSC
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Data: 22/07/2021
Horário: 14 h
Mestrando(a): Adriana Marta de Souza
Título: Introdução ao conteúdo de séries temporais por meio de ensino remoto: relato de uma experiência.
Orientadora: Luciane Teixeira Passos Giarola
Membra interna: Viviane Pardini Valério - UFSJ
Membra externa ao PROFMAT: Rejane Corrêa da Rocha - UFSJ
Membra externa à UFSJ: Graziela Rocha Dutra Gouvêa - UFOP
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Data: 26/07/2021
Horário: 14 h
Mestrando(a): Cayo César Viana de Lima
Título: Desempenho de estudantes do estado de Minas Gerais no Exame Nacional do Ensino Médio de 2019 considerando variações socioeconômicas
Orientadora: Carla Regina Guimarães Brighenti
Membra interna: Viviane Pardini Valério - UFSJ
Membro externo: Everton Luiz de Paula - UFVJM
---
Data: 28/07/2021
Horário: 14 h 30 min
Mestrando(a): Marco Aurélio Nogueira Leão
Título: Uma década de questões de estatística e probabilidade no ENEM: análise das provas e das práticas de ensino
Orientadora: Carla Regina Guimarães Brighenti
Membra interna: Luciane Teixeira Passos Giarola - UFSJ
Membro externo: Everton Luiz de Paula - UFVJM
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Data: 30/07/2021
Horário: 14 h
Mestrando(a): Ana Paula Souza
Título: Percepções dos professores de matemática e alunos do ensino médio relacionadas ao uso de tecnologias digitais de informação e comunicação como ferramenta de apoio no ensino de tópicos de estatística, analisadas em uma Escola Pública Estadual do Município de Divinópolis-MG
Orientadora: : Andréa Cristiane dos Santos Delfino
Membra interna: Andréia Malacarne - UFSJ
Membro externo: Alessandra Querino da Silva - UFGD
---
Data: 13/08/2021
Horário: 10 h
Mestrando(a): Valdemir Martins Filho
Título: Metodologias Ativas e uma possibilidade de uso no Ensino Médio
Orientador: Francinildo Nobre Ferreira
Membra interna: Viviane Pardini Valério - UFSJ
Membro externo: Sandro Rodrigues Mazorche - UFJF
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Data: 13/08/2021
Horário: 14 h
Mestrando(a): Célia Maria Souza
Título: Simetrias no Triângulo de Pascal
Orientador: Fábio Alexandre de Matos
Membra interna: Francinildo Nobre Ferreira - UFSJ
Membro externo: Sílvio Antônio Bueno Salgado - UNIFAL
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Data: 13/08/2021
Horário: 16 h
Mestrando(a): Heliane Santos Penha
Título: Resolução de Sistemas Lineares e sua Aplicabilidade no Ensino Médio
Orientador: Juan Carlos Zavaleta Aguilar
Membra interna: José Angel Dávalos Chuquipoma - UFSJ
Membro externo: Santos Alberto Enriquez Remigio - UFU
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INFORMAÇÕES DIVERSAS APÓS DEFESAS
DIPLOMAS
Todos os alunos que concluíram mestrado, terão seus diplomas (em papel cartão) expedidos e registrados sem a necessidade de preenchimento de qualquer formulário.
Segue link para conferir se seu diploma já está pronto: https://www.ufsj.edu.br/dicon/diplomas.php
Clicar em:
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)
Seguem os contatos atualizados do Setor de emissão e registro dos diplomas da pós-graduação - SERDI:
Fone: (32) 3379-5461 (período de pandemia, favor priorizar atendimentos pelo e-mail)
E-mail: serdi@ufsj.edu.br
Última atualização: 25/10/2021