Sobre o Curso
A Educação Clássica marcou profundamente a civilização ocidental a partir de uma proposta formativa que perdurou durante séculos em várias regiões. O Brasil devido ao trabalho dos padres jesuítas e de outros grupos recebeu essa herança e foi profundamente marcado por ela.
Tendo como referência as Artes Liberais, que procuravam desenvolver a dimensão da linguagem (gramática, dialética, retórica) assim como o conhecimento sobre o mundo (aritmética, geometria, música e astronomia), a pedagogia clássica propunha uma formação para o verdadeiro, o bom e o belo.
Vivemos no mundo contemporâneo um momento de reflexão sobre o verdadeiro sentido do ato de educar. Ora, a proposta clássica pode contribuir muito nessa análise.
Público Alvo
Concluintes do Ensino Superior e portadores de diploma em diferentes áreas que atuam no ramo de Educação, pais homeschooling e formação em geral.
Mercado de Trabalho
O profissional atuará na Educação Básica e Superior, como docente ou gestor.
Objetivo
Contribuir com o desenvolvimento de potencialidades naturais e habilidades fundamentais às práticas pedagógicas, com aporte de reflexões filosóficas, históricas, éticas, didáticas e metodológicas.
Calendário de Provas – Turma I
Este calendário de provas é exclusivo para a turma 1 da pós de Educação Clássica, iniciada em fevereiro de 2021. Aplica-se aos alunos que ficaram pendentes nos módulos ofertados na nossa pós graduação em Educação Clássica. Como de costume, as provas serão aos sábados (exceto os dias 12, 19 e 26 de janeiro, que são quartas-feiras) e estarão abertas de 10h às 22h. Essas provas são exclusivas para os alunos que não obtiveram nota mínima para aprovação ou que não conseguiram realizar as provas.
Calendário Educação Clássica (3)
Processo Seletivo
A Coordenação de Extensão, Pesquisa e Pós-graduação da Faculdade Serra da Mesa – FaSeM, através do seu coordenador Paulo Roberto de Oliveira Santos, faz saber a todos os interessados que estão abertas as inscrições para a Pós-graduação EaD em Educação Clássica.
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Para inscrever-se ao processo seletivo, o candidato deverá, preencher todos os dados no formulário on-line disponibilizado e fazer o upload do currículo, diploma de graduação em curso superior ou declaração de conclusão de curso superior e o certificado de pós graduação Lato Sensu ou diploma de pós graduação Strict Sensu (quando for o caso) em apenas um arquivo pdf ou compactado(zip ou rar) :
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BAAAEEEEAAAQRKLkBAWXJSNogAAggggAACCCCAAAIIIIAAAggggAAC+QqkBpT/D/CcJAmOYBVgAAAAAElFTkSuQmCC)
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Documentos
Conforme previsto em edital, o período para efetivação das matrículas será entre 8h do dia 13/09 e 23h59 do dia 17/09, portanto, os candidatos aprovados deverão enviar, entre as 20h do dia 10/09/2021 até 23h59 do dia 15/09, os seguintes documentos no e-mail poseducacaoclassica@fasem.edu.br:
Matriz Curricular
DISCIPLINA
|
CARGA HORÁRIA
|
Filosofia Especulativa |
40 horas
|
Antropologia Filosófica |
40 horas
|
Moral das Virtudes |
40 horas
|
As artes liberais do trivium e do quadrivium |
60 horas
|
Ratio Studiorum |
40 horas
|
A formação da inteligência, da vontade e da memória |
40 horas
|
A Literatura e a formação do imaginário |
40 horas
|
Educação Clássica e Educação Moderna |
20 horas
|
Metodologia de Pesquisa |
20 horas
|
Seminário de Pesquisa |
20 horas
|
Corpo Docente
DISCIPLINA
|
PROFESSOR(A)
|
Lattes
|
Filosofia Especulativa
|
Fabio Florence de Barros |
http://lattes.cnpq.br/4663761202511992 |
Antropologia Filosófica
|
Joel Gracioso
|
http://lattes.cnpq.br/6759445988301298
|
Moral das Virtudes
|
Pe. José Eduardo de Oliveira e Silva
|
http://lattes.cnpq.br/8672423891879437
|
As artes liberais do trivium e do quadrivium
|
Joel Gracioso e assessor Clístenes Hafner Fernandes
|
http://lattes.cnpq.br/6759445988301298
|
Ratio Studiorum
|
Marcus Paulo Rycembel Boeira
|
http://lattes.cnpq.br/2064957445315362
|
A formação da inteligência, da vontade e da memória
|
Fabio Florence de Barros
|
http://lattes.cnpq.br/4663761202511992
|
A Literatura e a formação do imaginário
|
Henrique Elfes
|
http://lattes.cnpq.br/6598977479952937
|
Educação Clássica e Educação Moderna
|
Joel Gracioso
|
http://lattes.cnpq.br/6759445988301298
|
Metodologia de Pesquisa
|
Guilherme Frasseto da Cunha Lima Freire
|
http://lattes.cnpq.br/0301233298504844
|
Seminário de Pesquisa
|
Guilherme Frasseto da Cunha Lima Freire
|
http://lattes.cnpq.br/0301233298504844
|
Contato
poseducacaoclassica@fasem.edu.br
Secretaria – (062) 3357-7272
Horário de Atendimento:
De segunda a sexta-feira das 8h às 12h
Calendário
Turma 2020 – Clique abaixo para acessar o cronograma:
Calendário Pós Educação Clássica (336)
Turma 2021 – Clique abaixo para acessar o cronograma:
Em breve