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)
Vol. 28, n. 2, jul/dez, 2022
ISSN: 2179-6807 (online)
EDITORIAL
Caros(as) leitores(as),
Nestes 10 anos de Lei de Cotas, e próximos de sua revisão e avaliação de
importância enquanto política pública, publicamos mais uma edição da Revista de
Desenvolvimento Social (RDS), periódico semestral vinculado ao Programa de
Pós-Graduação em Desenvolvimento Social da Universidade Estadual de Montes Claros
(PPGDS/Unimontes).
A presente edição – volume 28, número 2, referente ao segundo semestre de
2022 – compõe um esforço contínuo da Equipe Editorial da RDS com o intuito de
aperfeiçoarmos os critérios e o fluxo, a visibilidade, e a qualidade técnica do periódico,
ampliando e adequando o seu trabalho em face aos desafios da comunicação científica
da contemporaneidade.
Neste sentido, juntamente com os competentíssimos pesquisadores, Camila
Mainardi (Universidade Federal de Goiás), Marta Quintiliano (Universidade Federal de
Goiás) e Jacqueline da Silva Costa (Universidade da Integração Internacional da
Lusofonia Afro-Brasileira) foi elaborado o Dossiê Temático “Trajetórias nas
universidades: Experiências da lei de cotas, transformações políticas e
epistemológicas” para trazer a campo no meio científico todas as nuances que
perpassam essa política pública que tanto alterou a cara e estrutura da universidade
pública brasileira em tantos sentidos diferentes.
Como já colocado no próprio título do dossiê, a Lei de Cotas traz
transformações tanto políticas quanto epistemológicas, porque com a aplicação de
uma iniciativa que tenta reduzir as disparidades sociais e de raça num país tão desigual
quanto o Brasil, se experimenta mudanças em termos de ocupação de espaços que são
de poder, e também de como se dá a construção de conhecimento científico de novos
rostos que agora adentram a universidade com seus saberes, vivências e experiências.
1
Revista Desenvolvimento Social, vol. 28, n. 2, jul/dez, 2022
PPGDS/Unimontes-MG