![](data:image/png;base64,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)
https://doi.org/10.46551/issn2179-6807v29n2p3-6
Vol. 29, n. 2, jul/dez, 2023
ISSN: 2179-6807 (online)
APRESENTAÇÃO DO DOSSIÊ
DESENVOLVIMENTO SOCIAL: INTERSECCIONALIDADES,
DECOLONIALIDADES E ESPAÇOS INSURGENTES
Greiciele Soares da Silva1
Guélmer Júnior Almeida de Faria2
Gustavo Souza Santos3
A interdisciplinaridade é, desde longa data, uma oportunidade salutar para o
conhecimento, um trajeto instigante de possibilidades e um desafio a ser celebrado no
bravo ofício do pesquisador. Tramas e percursos interdisciplinares no ensino e na
pesquisa tem exigido novos aparatos de mobilização entre teorias, consensos e
dissenso e, simultaneamente, produzido ricos repertórios de constructos
3Doutor em Desenvolvimento Social com estágio pós-doutoral pelo Programa de
Pós-graduação em Desenvolvimento Social da Universidade Estadual de Montes Claros
(Unimontes). Mestre em Geografia pela Unimontes. Graduado em Comunicação Social -
Publicidade e Propaganda pelo Centro Universitário FIPMoc (UNIFIPMoc), em Geografia pela
UNIFRAN e em Ciências Sociais pela FUNP. Atua como docente das faculdades de Comunicação
Social e Arquitetura e Urbanismo do UNIFIPMoc. É pesquisador associado do Núcleo Citadino
(Núcleo Interdisciplinar de Temáticas Urbanas). E-mail: gustavo.ccpv@gmail.com. ORCID iD:
https://orcid.org/0000-0002-9712-2690.
2Doutor e mestre em Desenvolvimento Social pela Universidade Estadual de Montes Claros
(Unimontes) com estágio pós-doutoral pelo Programa de Pós-graduação em Economia
Doméstica da Universidade Federal de Viçosa (UFV). É graduado em Economia Doméstica pela
UFV e em Sociologia pela FAEP. Atua como Pesquisador Doutor do Instituto de Políticas
Públicas e Desenvolvimento Sustentável (IPPDS/UFV). Membro do Grupo de Pesquisa OPARÁ-
MUTUM: Grupo de Estudos e Pesquisas sobre Migrações e Comunidades Tradicionais do rio
São Francisco (UNIMONTES) e do Grupo GERAR: Grupo de Estudos Rurais - Agriculturas e
Ruralidades (UFV). E-mail: guelmerjrf@gmail.com. ORCID iD:
https://orcid.org/0000-0003-2089-3064.
1Doutora em Desenvolvimento Social pela Universidade Estadual de Montes Claros
(Unimontes), mestre em Sociedade, Ambiente e Território pela Universidade Federal de Minas
Gerais em associação com a Unimontes Graduada em Ciências Sociais pela Unimontes e em
Pedagogia e História pela Faveni. Professora de Educação Básica da Secretaria Estadual de
Educação de Minas Gerais. Pesquisadora do Núcleo Interdisciplinar de Investigação
Socioambiental (NIISA). E-mail: greiciele.silva@educacao.mg.gov.br. ORCID iD:
https://orcid.org/0000-0002-0841-3593.
3
Revista Desenvolvimento Social, vol. 29, n. 2, jul/dez, 2023
PPGDS/Unimontes-MG