segunda-feira, 22 de junho de 2020

Dissertação & Tese

Bookshelf, Old, Library, Old Books
Segundo Severino (2016, p. 235), a dissertação de mestrado deve atender aos requisitos da monografia científica. Aliás, o autor aponta que, tanto a tese de doutorado, quanto a dissertação de mestrado, são monografias científicas que tratam de assuntos delimitados, com raciocínio rigoroso, conforme diretrizes lógicas do conhecimento humano, com lugar para argumentação dedutiva, além do raciocínio indutivo baseado na observação e na experimentação.


O que diferencia a dissertação da tese se trata da originalidade que a última deve atender. (SEVERINO, 2016)

Rizzatto Nunes (2007, p. 239) trata da originalidade de que a tese de doutorado deve ter: "Original (...) é aquilo que vem de origem, que é inicial, primordial, primitivo, inédito, novo. O original tem caracteres peculiares, singulares".

O pesquisador deve, assim, procurar um assunto que não tenha sido explorado, com caráter de ineditismo, podendo ser rejeitada caso não atenda este requisito.

Finalmente, nos dois casos (mestrado e doutorado) recomenda-se que, antes da defesa, assista-se a algumas outras defesas. Isto vale tanto para mestrandos quanto para doutorandos.

Referências


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

SEVERINO, Antônio Joaquim. Metodologia do Trabalho Científico. 24a. edição. São Paulo: Cortez, 2016.

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