Desenhando o processo educacional de matemática no contexto da metadisciplinaridade da educação

Autores

DOI:

https://doi.org/10.22633/rpge.v25i3.15989

Palavras-chave:

Padrões educacionais, Interdisciplinaridade, Metadisciplinaridade, Supra-disciplinaridade, Abordagem axiomática

Resumo

O artigo é dedicado a uma das questões atuais - o problema do desenho de processos educacionais. Entre as inovações do espaço educacional russo, um lugar especial pertence à direção metadisciplinar, nova para a pedagogia doméstica. A compreensão da categoria metadisciplinaridade tanto no aspecto teórico quanto aplicada a partir da visão moderna torna-se especialmente importante. Até certo ponto, a complexidade do problema é determinada pela tradução ambígua do prefixo “meta”. Recentemente, muitos estudos têm se dedicado à metadisciplinaridade. A análise de trabalhos científicos sobre este problema não mostrou um único ponto de vista sobre o assunto. A abordagem axiomática é proposta como uma das opções para a construção de uma estratégia educacional no campo da metadisciplinaridade. Este estudo visa mostrar a possibilidade de utilização deste último na concepção do processo educacional em matemática como parte da implementação da direção metadisciplinar dos padrões educacionais.

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Biografia do Autor

Tatyana E. Rymanova, Bunin Yelets State University (ELSU), Yelets – Russia

Associate Professor of the Department of Mathematics and Methods of its Teaching. Candidate of Pedagogical Sciences.

Natalia V. Chernousova, Bunin Yelets State University (ELSU), Yelets – Russia

Candidate of Pedagogical Sciences, Associate Professor, Director of the Institute of Mathematics, Natural Science and Technicians.

Roman A. Melnikov, Bunin Yelets State University (ELSU), Yelets – Russia

Associate Professor of the Department of Mathematics and Methods of its Teaching. Candidate of Pedagogical Sciences.

Referências

ASMOLOV, A. G. System-activity approach in developing new generation standards. Pedagogy, v. 4, p. 18-22, 2009.

BOROVSKIKH, A.V.; ROZOV, N. Activity principles in pedagogy and pedagogical logic: Handbook for the system of professional education, retraining and advanced training of scientific and pedagogical staff. Moscow: MaksPress, 2010.

COTNER, S.; BALLEN, C. J. Can mixed assessment methods make biology classes more equitable? PLoS ONE, v. 12, n. 12, p. 1-11, 2017.

DANSO, J. Developing students’ independent skills through the use of Assessment for Learning strategies: How does this affect engagement? Oxford: University of Oxford, 2017.

DEGTYAREVA, N. V. The value of metadisciplinary content in forming professional competencies. Interactive Science, v. 11, p. 46-47, 2017.

FABIANO, J. A.; REDDY, L. A.; DUDEK, C. M. Teacher coaching supported by formative assessment for improving classroom practices. School Psychology quarterly, v. 33, n. 2, p. 293-304, 2018.

FURTAK, E. M. et al. Theachers’ formative assessment abilities and their relationship to student learning: findings from a four-year intervention study. Instructional Science, v. 44, p. 267-291, 2016.

KAPSALIS, G. et al. Evidence of innovative assessment: literature review and case studies. Luxembourg: Publications Office of the European Union, 2019.

KHUTORSKOY, A.V. Five levels of implementation of the metadisciplinary approach in the content of education. Bulletin of the Institute of Human Education, v. 2, 2017.

KULASEGARAM, K.; RANGACHARI, P. K. Beyond “formative”: assessments to enrich student learning. Advances in Physiology Education, v. 42, p. 5–14, 2018.

MARZANO, R. Using Formative Assessment with SEL Skills. Handbook of Social and Emotional Learning: Research and Practice, 2016.

MONAKHOV, V. M. Didactic axiomatics of the cognitive theory of pedagogical technologies. Modern Information Technologies and IT-education, v. 12, n. 3-1, p. 32-39, 2016.

MUSINA, A. A.; SHESTAKOV, A. P. Metadisciplinarity in primary general education. Yaroslavl Pedagogical Bulletin, v. 3, p. 53-56, 2017.

O’KEEFE, B.; LEWIS, B. A look forward on innovation testing systems. The state of assessment. – Bellwether Education Partners, 2019.

RYMANOVA, T. E. Axiomatic approach to implementing the metadisciplinary component of the new educational standards in mathematics. Vestnik of Orenburg State Pedagogical University, Electronic Scientific Journal, v. 1, n. 29, p. 242-250, 2019.

RYMANOVA, T. E. Designing the educational process in mathematics in the context of the second-generation standards: study guide. Yelets: Yelets State University, named after I.A. Bunin, 2017.

RYMANOVA, T. E. Implementation of metadisciplinarity in the educational process: study guide. Yelets: Yelets State University, named after I.A. Bunin, 2018.

SMIRNOVA, I. M. Implementation of the metadisciplinary approach in teaching geometry. Bulletin of the Moscow State Regional University. Series: Physics-Mathematics, v. 2, p. 94-99, 2018.

SUSHENTSEVA, N. V.; MERLINA, N. I. The formation of meta-disciplinary universal learning activities in out-of-school activities in mathematics in grades 5-6. Bulletin of the Chuvash State Pedagogical University named after I.Y. Yakovlev, v. 1, n. 89, p. 164-169, 2016.

VAN DER VLEUTEN, C.; SLUIJSMANS, D.; BRINKE, D. J. Competence Assessment as Learner Support in Education. Competence-based Vocational and Professional Education, Technical and Vocational Education and Training: Issues, Concerns and Prospects, v. 23, p. 607-608, 2017.

VOINEA, L. Formative assessment as assessment for learning development. Journal of Pedagogy, v. 1, p. 7-23, 2018.

Publicado

08/12/2021

Como Citar

RYMANOVA, T. E.; CHERNOUSOVA, N. V.; MELNIKOV, R. A. Desenhando o processo educacional de matemática no contexto da metadisciplinaridade da educação. Revista on line de Política e Gestão Educacional, Araraquara, v. 25, n. 3, p. 2226–2240, 2021. DOI: 10.22633/rpge.v25i3.15989. Disponível em: https://periodicos.fclar.unesp.br/rpge/article/view/15989. Acesso em: 19 abr. 2024.

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