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)
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Salvador, v.5, n.2 p.192-213, mai/ago. 2020
A matemática diante da possibilidade do ensino remoto: uma discussão curricular
and postmodern theories, mathematics leaves the eld of hegemonic content, allowing reconstruction
to approach the most diverse subjects, without losing room for its specic prescriptions of the guidance
science. It is the mathematics put in the eld of uncertainties, to allow broaden understanding of the
countless situations in which data processing and modeling may be at the service of justice or social
injustice. Hereafter, it is shown an experience report with an example of a methodology for teaching
mathematical content by digital media, as a way of portray possibilities, evaluating potentialities and
providing subsidies for the discussion. Finally, the potentialities and adversities associated with teaching
mathematics remotely are considered in the recorded experience and suports the need for debate around
the curriculum that includes not only researchers, but mainly teachers and students, in a mathematics
teaching that involves its nature, fundamentals, meanings and consequences in daily life.
Keywords: Math Teaching. Curriculum. Pandemic. Remote Teaching.
LA MATEMÁTICA DELANTE DE LA POSIBILIDAD DE LA ENSEÑANZA REMOTA:
una discusión curricular
Este trabajo tiene el objetivo de colaborar en las discusiones curriculares para la enseñanza de matemática
evocando las teorías críticas y posmodernas en forma de cuestionamento de las tradiciones y metedologías.
Se toma en cuenta la actualidad de la pandemía mundial de la COVID-19, enfermidad infecciosa
causada por vírus y a los pocos o inexistentes debates para la construcción de la Base Nacional Comun
Curricular y la Reforma de la Escuela Secundaria, que en el actual momento pone en jaque el éxito de las
propuestas delante de la fragilidad de los sistemas públicos educacionales con respeto a las herramientas
y conocimientos para clases y enseñanza remota. Para estos nes, se parte de las problematizaciones del
currículo que siempre existieron y en esto momento se han convertido como más necesarias e importantes,
se llega a las discusiones sobre la enseñanza de matemática como contenido cultural y como herramienta
posible para el desarrollo de la capacidad de crítica social de quién la estudia y la enseña, ambos por medios
de estudios ya publicados. Así, aludiendo a las discusiones que hibridizan teorias críticas y posmodernas,
la matemática sale de la esfera de contenido hegemónico, se permitiendo reconstrucción para enfoques
de los más diversos temas, sin la pérdida de espacios para sus prescripciones especícas de la ciencia
de orientación. Es la matemática puesta en el campo de las inseguridades, para le permitir ampliar la
comprensión de las numerosas situaciones en que el tratamineto de datos y modelados puedan estar a
servicio de la justicia o injusticia social. Tras eso, se presenta un relato de experiencia con un ejemplo
de metodología de enseñanza de contenido de matemática por los medios digitales, de manera a ilustrar
posibilidades y suministros de subsidios para la discusión. Por último son consideradas, en el registro de
la experiencia, el potencial y las adversidades relativas a la enseñanza de matemática de forma remota
y se corrobora la necesidad del debate acerca del currículo que incorpore no sólo investigadores, sino
principalmente profesores y estudiantes, en una enseñanza de matemática que implique su naturaleza,
fundamentos, signicados y consecuencias en el cotidiano.
Palabras clave: Enseñanza de Matemática. Currículo. Pandemia. Enseñanza Remota.