Tendencias de estudios sobre los saberes previos, las estrategias metacognitivas y la transformación semiótica en la resolución de problemas algebraicos

Oscar Olmedo Valverde-Riascos, Abel Antonio Díaz-Castellar
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Abstract

This article was carried out through a documentary review, which used the state of the art or state of knowledge procedure, allowing an analysis of the literature of the study in the development of the structure of previous knowledge, metacognitive strategies, and semiotic transformation in the resolution of algebraic problems, from the conceptual, empirical and hermeneutical dimension, to continue exploring, weaving together discourses and understanding the trends of in-depth studies. In this sense, each one of them is defined, and the trends or approaches are described, from the theoretical, epistemic, and methodological fields, concluding that a variety of qualitative and quantitative methodologies are used, and some mixed or multimethodical designs, and that the characteristic processes of the articulated functioning of previous knowledge, metacognitive strategies and semiotic transformation in their natural learning environment are fundamental in the investigative analyzes of the transition process from arithmetic to algebraic processes.
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代数问题解决中的先验知识、元认知策略和符号转换研究趋势
本文通过文献综述进行,使用了最新的技术或知识状态程序,允许从概念、经验和解释学维度分析研究文献中先前知识结构的发展、元认知策略和代数问题解决中的符号转换,继续探索,编织话语,深入理解研究趋势。从这个意义上说,他们中的每一个都是从理论、认识和方法论领域定义的,并描述了趋势或方法,得出的结论是使用了各种定性和定量方法,以及一些混合或多方法的设计,元认知策略和自然学习环境中的符号转换是研究从算术到代数过程转换过程的基础。
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审稿时长
24 weeks
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