Transdisciplinarity of the parabolic conic section: a transmethodical exercise
Autor(a) principal: | |
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Data de Publicação: | 2023 |
Tipo de documento: | Artigo |
Idioma: | por |
Título da fonte: | Revista de Investigação e Divulgação em Educação Matemática |
Texto Completo: | https://periodicos.ufjf.br/index.php/ridema/article/view/41423 |
Resumo: | In profoundly disruptive and inclusive rhizomes, with a planetary-complex decolonial transmethodology, the complex objective of the inquiry is met, framed in the line of research: Transcomplex Planetary Decolonial Mathematics Education: sustain beyond the applications, but with them, the Decolonial transdisciplinarity of the parabolic conic section, as a transmethodical exercise. We use rhizomatic deconstruction as a transmethod. Research where the unidisciplinary crisis of mathematics teaching is deconstructed, still colonial and conceptualizing decolonial transdisciplinarity. Then we go to the reconstruction, making it more complex and exercising transdisciplines in the classical concept of conics, such as parabolas; history-philosophy-feeling-thinking-knowledge-knowledge of mathematics are transversalized with daily life, in a non-physical intersubjective space, where one learns with all the complexity of the human being. In a concert of fantasies, where parables are everywhere, we make their actions more complex in favor of knowing; for never definitive reasons. Transdisciplinarity never kidnapped in coloniality, no one's elite, never a substitute for disciplines, it really needs them more. Neither is transdiscipline science; but if exemplary in knowing and doing. Sciences - knowledge, abstract-concrete, theory-example; among other diatopias; make transdiscipline a knowledge-knowledge that arises from a concrete-abstract-theoretical-investigative-practical context of application; purposeful to solve real problems, leads to raise contingent and transcendent problems; reconciles topoi. Transdiscipline tends to be in permanent restructuring and self-analysis, adapting to the conditions that cause the need to create, it is artistic, imaginative, of feeling and deeply disruptive of doing; of what is excluded from the disciplines. We leave the construction open, we are fanatics for knowing and as in the work Ode to Numbers at its beginning: how eager I am to know, to count the stars. |
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Transdisciplinarity of the parabolic conic section: a transmethodical exerciseTransdisciplinariedad de la sección cónica parábola: un ejercicio transmetódicoTransdisciplinariedad de la sección cónica parábola: un ejercicio transmetódicoMathematics Mducation; Decoloniality; Planetarity; Complexity; Transdisciplinarity.Educación Matemática; Decolonialidad; Planetariedad; Complejidad; Transdisciplinariedad.Educación MatemáticaDecolonialidadPlanetariedadComplejidadTransdisciplinariedadIn profoundly disruptive and inclusive rhizomes, with a planetary-complex decolonial transmethodology, the complex objective of the inquiry is met, framed in the line of research: Transcomplex Planetary Decolonial Mathematics Education: sustain beyond the applications, but with them, the Decolonial transdisciplinarity of the parabolic conic section, as a transmethodical exercise. We use rhizomatic deconstruction as a transmethod. Research where the unidisciplinary crisis of mathematics teaching is deconstructed, still colonial and conceptualizing decolonial transdisciplinarity. Then we go to the reconstruction, making it more complex and exercising transdisciplines in the classical concept of conics, such as parabolas; history-philosophy-feeling-thinking-knowledge-knowledge of mathematics are transversalized with daily life, in a non-physical intersubjective space, where one learns with all the complexity of the human being. In a concert of fantasies, where parables are everywhere, we make their actions more complex in favor of knowing; for never definitive reasons. Transdisciplinarity never kidnapped in coloniality, no one's elite, never a substitute for disciplines, it really needs them more. Neither is transdiscipline science; but if exemplary in knowing and doing. Sciences - knowledge, abstract-concrete, theory-example; among other diatopias; make transdiscipline a knowledge-knowledge that arises from a concrete-abstract-theoretical-investigative-practical context of application; purposeful to solve real problems, leads to raise contingent and transcendent problems; reconciles topoi. Transdiscipline tends to be in permanent restructuring and self-analysis, adapting to the conditions that cause the need to create, it is artistic, imaginative, of feeling and deeply disruptive of doing; of what is excluded from the disciplines. We leave the construction open, we are fanatics for knowing and as in the work Ode to Numbers at its beginning: how eager I am to know, to count the stars.En rizomas profundamente rupturantes e inclusivos, con una transmetodología decolonial planetaria-compleja, se cumple con el objetivo complejo de la indagación, enmarcado en la línea de investigación: Educación Matemática Decolonial Planetaria Transcompleja: sustentar más allá de las aplicaciones, pero con ellas, la transdisciplinariedad decolonial de la sección cónica parábola, como un ejercicio transmetódico. Usamos la deconstrucción rizomática como transmétodo. Investigación donde se deconstruye la crisis unidisciplinaria de la enseñanza de la matemática, aún colonial y conceptualizando la transdisciplinariedad decolonial. Vamos luego a la reconstrucción complejizando y ejercitando transdisciplinas en el concepto clásico de las cónicas, como son las parábolas; historia-filosofía-sentipensar-conocimientos-saberes de la matemática se transversalizan con la vida cotidiana, en un espacio intersubjetivo no físico, donde se aprende con toda la complejidad del ser humano. En un concierto de fantasías, donde las parábolas están por todas partes complejizamos su accionar en favor del conocer; en razones nunca definitivas. Transdisciplinariedad jamás secuestrada en la colonialidad, elite de nadie, sustituta de disciplinas jamás, es más las necesita. Transdisciplina tampoco ciencia; pero si ejemplar en el conocer y hacer. Ciencias - saberes, abstracto-concreto, teoría-ejemplo; entre otras diatopías; hacen de la transdisciplina es un conocimiento-saber que surge de un contexto de aplicación concreto-abstracto-teórico-investigativo-práctico; propositiva para resolver problemas reales, lleva a plantear problemas contingentes y trascendentes; concilia topoi. Lo transdisciplinario tiende a estar en permanente reestructuración y autoanálisis, adaptándose a las condiciones que provocan la necesidad de crear, es artístico, imaginativo, del sentir para pensar y profundamente disruptivo del hacer; ser excluido de las disciplinas. Dejemos la construcción abierta, somos fanáticos por el conocimiento y como en la obra Oda a los Números en su inicio: que ansias tengo de saber, de contar las estrellas.En rizomas profundamente rupturantes e inclusivos, con una transmetodología decolonial planetaria-compleja, se cumple con el objetivo complejo de la indagación, enmarcado en la línea de investigación: Educación Matemática Decolonial Planetaria Transcompleja: sustentar más allá de las aplicaciones, pero con ellas, la transdisciplinariedad decolonial de la sección cónica parábola, como un ejercicio transmetódico. Usamos la deconstrucción rizomática como transmétodo. Investigación donde se deconstruye la crisis unidisciplinaria de la enseñanza de la matemática, aún colonial y conceptualizando la transdisciplinariedad decolonial. Vamos luego a la reconstrucción complejizando y ejercitando transdisciplinas en el concepto clásico de las cónicas, como son las parábolas; historia-filosofía-sentipensar-conocimientos-saberes de la matemática se transversalizan con la vida cotidiana, en un espacio intersubjetivo no físico, donde se aprende con toda la complejidad del ser humano. En un concierto de fantasías, donde las parábolas están por todas partes complejizamos su accionar en favor del conocer; en razones nunca definitivas. Transdisciplinariedad jamás secuestrada en la colonialidad, elite de nadie, sustituta de disciplinas jamás, es más las necesita. Transdisciplina tampoco ciencia; pero si ejemplar en el conocer y hacer. Ciencias - saberes, abstracto-concreto, teoría-ejemplo; entre otras diatopías; hacen de la transdisciplina es un conocimiento-saber que surge de un contexto de aplicación concreto-abstracto-teórico-investigativo-práctico; propositiva para resolver problemas reales, lleva a plantear problemas contingentes y trascendentes; concilia topoi. La transdisciplina tiende a estar en permanente re-estructuración y auto-análisis, adaptándose a las condiciones que provocan la necesidad de crear, es artística, imaginativa, del sentipensar y profundamente rupturante del hacer; de lo excluido de las disciplinas. Dejamos abierto la construcción, somos fanáticos por el conocer y como en la obra Oda a los Números en su inicio: que ansias de saber tengo, de contar las estrellas.Programa de Pós-Graduação em Educação Matemática2023-12-08info:eu-repo/semantics/articleinfo:eu-repo/semantics/publishedVersionapplication/pdfhttps://periodicos.ufjf.br/index.php/ridema/article/view/4142310.34019/2594-4673.2023.v7.41423Revista de Investigação e Divulgação em Educação Matemática ; v. 7 n. 1 (2023): Janeiro-Dezembro2594-4673reponame:Revista de Investigação e Divulgação em Educação Matemáticainstname:Universidade Federal de Juiz de Fora (UFJF)instacron:UFJFporhttps://periodicos.ufjf.br/index.php/ridema/article/view/41423/26751Copyright (c) 2023 Revista de Investigação e Divulgação em Educação Matemática info:eu-repo/semantics/openAccessRodriguez, Milagros Elena2023-11-27T01:51:38Zoai:periodicos.ufjf.br:article/41423Revistahttps://periodicos.ufjf.br/index.php/ridema/indexPUBhttps://periodicos.ufjf.br/index.php/ridema/oairevista.ridema@gmail.com||2594-46732594-4673opendoar:2023-11-27T01:51:38Revista de Investigação e Divulgação em Educação Matemática - Universidade Federal de Juiz de Fora (UFJF)false |
dc.title.none.fl_str_mv |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise Transdisciplinariedad de la sección cónica parábola: un ejercicio transmetódico Transdisciplinariedad de la sección cónica parábola: un ejercicio transmetódico |
title |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise |
spellingShingle |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise Rodriguez, Milagros Elena Mathematics Mducation; Decoloniality; Planetarity; Complexity; Transdisciplinarity. Educación Matemática; Decolonialidad; Planetariedad; Complejidad; Transdisciplinariedad. Educación Matemática Decolonialidad Planetariedad Complejidad Transdisciplinariedad |
title_short |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise |
title_full |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise |
title_fullStr |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise |
title_full_unstemmed |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise |
title_sort |
Transdisciplinarity of the parabolic conic section: a transmethodical exercise |
author |
Rodriguez, Milagros Elena |
author_facet |
Rodriguez, Milagros Elena |
author_role |
author |
dc.contributor.author.fl_str_mv |
Rodriguez, Milagros Elena |
dc.subject.por.fl_str_mv |
Mathematics Mducation; Decoloniality; Planetarity; Complexity; Transdisciplinarity. Educación Matemática; Decolonialidad; Planetariedad; Complejidad; Transdisciplinariedad. Educación Matemática Decolonialidad Planetariedad Complejidad Transdisciplinariedad |
topic |
Mathematics Mducation; Decoloniality; Planetarity; Complexity; Transdisciplinarity. Educación Matemática; Decolonialidad; Planetariedad; Complejidad; Transdisciplinariedad. Educación Matemática Decolonialidad Planetariedad Complejidad Transdisciplinariedad |
description |
In profoundly disruptive and inclusive rhizomes, with a planetary-complex decolonial transmethodology, the complex objective of the inquiry is met, framed in the line of research: Transcomplex Planetary Decolonial Mathematics Education: sustain beyond the applications, but with them, the Decolonial transdisciplinarity of the parabolic conic section, as a transmethodical exercise. We use rhizomatic deconstruction as a transmethod. Research where the unidisciplinary crisis of mathematics teaching is deconstructed, still colonial and conceptualizing decolonial transdisciplinarity. Then we go to the reconstruction, making it more complex and exercising transdisciplines in the classical concept of conics, such as parabolas; history-philosophy-feeling-thinking-knowledge-knowledge of mathematics are transversalized with daily life, in a non-physical intersubjective space, where one learns with all the complexity of the human being. In a concert of fantasies, where parables are everywhere, we make their actions more complex in favor of knowing; for never definitive reasons. Transdisciplinarity never kidnapped in coloniality, no one's elite, never a substitute for disciplines, it really needs them more. Neither is transdiscipline science; but if exemplary in knowing and doing. Sciences - knowledge, abstract-concrete, theory-example; among other diatopias; make transdiscipline a knowledge-knowledge that arises from a concrete-abstract-theoretical-investigative-practical context of application; purposeful to solve real problems, leads to raise contingent and transcendent problems; reconciles topoi. Transdiscipline tends to be in permanent restructuring and self-analysis, adapting to the conditions that cause the need to create, it is artistic, imaginative, of feeling and deeply disruptive of doing; of what is excluded from the disciplines. We leave the construction open, we are fanatics for knowing and as in the work Ode to Numbers at its beginning: how eager I am to know, to count the stars. |
publishDate |
2023 |
dc.date.none.fl_str_mv |
2023-12-08 |
dc.type.driver.fl_str_mv |
info:eu-repo/semantics/article info:eu-repo/semantics/publishedVersion |
format |
article |
status_str |
publishedVersion |
dc.identifier.uri.fl_str_mv |
https://periodicos.ufjf.br/index.php/ridema/article/view/41423 10.34019/2594-4673.2023.v7.41423 |
url |
https://periodicos.ufjf.br/index.php/ridema/article/view/41423 |
identifier_str_mv |
10.34019/2594-4673.2023.v7.41423 |
dc.language.iso.fl_str_mv |
por |
language |
por |
dc.relation.none.fl_str_mv |
https://periodicos.ufjf.br/index.php/ridema/article/view/41423/26751 |
dc.rights.driver.fl_str_mv |
Copyright (c) 2023 Revista de Investigação e Divulgação em Educação Matemática info:eu-repo/semantics/openAccess |
rights_invalid_str_mv |
Copyright (c) 2023 Revista de Investigação e Divulgação em Educação Matemática |
eu_rights_str_mv |
openAccess |
dc.format.none.fl_str_mv |
application/pdf |
dc.publisher.none.fl_str_mv |
Programa de Pós-Graduação em Educação Matemática |
publisher.none.fl_str_mv |
Programa de Pós-Graduação em Educação Matemática |
dc.source.none.fl_str_mv |
Revista de Investigação e Divulgação em Educação Matemática ; v. 7 n. 1 (2023): Janeiro-Dezembro 2594-4673 reponame:Revista de Investigação e Divulgação em Educação Matemática instname:Universidade Federal de Juiz de Fora (UFJF) instacron:UFJF |
instname_str |
Universidade Federal de Juiz de Fora (UFJF) |
instacron_str |
UFJF |
institution |
UFJF |
reponame_str |
Revista de Investigação e Divulgação em Educação Matemática |
collection |
Revista de Investigação e Divulgação em Educação Matemática |
repository.name.fl_str_mv |
Revista de Investigação e Divulgação em Educação Matemática - Universidade Federal de Juiz de Fora (UFJF) |
repository.mail.fl_str_mv |
revista.ridema@gmail.com|| |
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