The teaching area: drawing from Bourdieu’s field theory
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In: Educacao e Pesquisa, Vol. 48, e254584, 2022.
Research output: Journal contributions › Journal articles › Research › peer-review
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TY - JOUR
T1 - The teaching area
T2 - drawing from Bourdieu’s field theory
AU - Ostermann, Fernanda
AU - Rezende, Flavia
AU - Nascimento, Matheus Monteiro
AU - Massi, Luciana
N1 - Publisher Copyright: © This content is licensed under a Creative Commons attribution-type BY-NC.
PY - 2022
Y1 - 2022
N2 - Pierre Bourdieu’s theoretical contributions pave the way for studying a wide range of social spaces, such as the academia. Through using Bourdieusian fields, our objective was to investigate whether the teaching area of the Coordination for the Improvement of Higher Education Personnel (CAPES) can be considered a relatively autonomous scientific field. Therefore, this study is motivated by two research questions: 1) what is the distribution of scientific capital in the teaching area; and 2) what are the implications of this distribution on its constitution as a scientific field. By crossing data on professors of programs in the field of education with the evaluation grade assigned by Capes to each of these programs, our analysis revealed that this area does not constitute a scientific field. Differently from what happens in well-established fields, most teaching advisors come from many different scientific backgrounds and do not recognize this field’s specific intellectual production as scientific capital. Assuming that the existing disputes between professors with less and more scientific capital can generate new conformations in the area, a possible structure could be a stabilization of the subgroup of professors with greater scientific capital and its constitution as a scientific field, whose agents become increasingly aware that their cognitive structure and ideals of education/research are different from what Capes intended to homogenize with the creation of a teaching area. We believe that our results can be a reference for critical reflection on the structure of the field of teaching, which is still driven by its agents.
AB - Pierre Bourdieu’s theoretical contributions pave the way for studying a wide range of social spaces, such as the academia. Through using Bourdieusian fields, our objective was to investigate whether the teaching area of the Coordination for the Improvement of Higher Education Personnel (CAPES) can be considered a relatively autonomous scientific field. Therefore, this study is motivated by two research questions: 1) what is the distribution of scientific capital in the teaching area; and 2) what are the implications of this distribution on its constitution as a scientific field. By crossing data on professors of programs in the field of education with the evaluation grade assigned by Capes to each of these programs, our analysis revealed that this area does not constitute a scientific field. Differently from what happens in well-established fields, most teaching advisors come from many different scientific backgrounds and do not recognize this field’s specific intellectual production as scientific capital. Assuming that the existing disputes between professors with less and more scientific capital can generate new conformations in the area, a possible structure could be a stabilization of the subgroup of professors with greater scientific capital and its constitution as a scientific field, whose agents become increasingly aware that their cognitive structure and ideals of education/research are different from what Capes intended to homogenize with the creation of a teaching area. We believe that our results can be a reference for critical reflection on the structure of the field of teaching, which is still driven by its agents.
KW - Pierre bourdieu
KW - Science capital
KW - Scientific field
UR - http://www.scopus.com/inward/record.url?scp=85140003274&partnerID=8YFLogxK
U2 - 10.1590/S1678-4634202248254584eng
DO - 10.1590/S1678-4634202248254584eng
M3 - Journal articles
AN - SCOPUS:85140003274
VL - 48
JO - Educacao e Pesquisa
JF - Educacao e Pesquisa
SN - 1517-9702
M1 - e254584
ER -
