哲学视角下的数学教育作为一个知识领域

Yakin Niat Telaumbanua, I. Dewi, Elmanani Simamora
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摘要

教育哲学本质上是哲学思维方式在教育领域的应用。哲学有助于数学教育的实施。哲学指导和指导数学教育的所有过程,使教育按照正确的路径和方向进行。本研究的目的在于深入探讨数学哲学如何作为教育的一门知识领域。本研究的研究方法采用文献研究法。数据收集是通过从图书馆、研究期刊和书籍中收集数据,然后阅读、记录和处理这些来源作为研究数据来进行的。数学教育哲学作为一门知识领域,为数学成为一种发现和发展各种新知识的思维手段提供了明确的基础和方向,并将这些知识的结果进行交流,使其变得有用和可用。在本体论和认识论研究的基础上,在开展作为知识领域的数学教育活动时,需要运用一种数学哲学,这种数学哲学涉及到逻辑的运用,涉及到学生在解决存在的现象或问题时参与知识的建构。基于价值论的研究,如果学生在实施数学教育的过程中能够通过涉及数学与其他科学的联系以及与先前获得的知识的联系来组织数学教育,那么数学教育作为一个知识领域将具有价值。
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PHILOSOPHY PERSPECTIVE OF MATHEMATICS EDUCATION AS A FIELD OF KNOWLEDGE
Philosophy of education is essentially the application of philosophical ways of thinking into the realm of education. Philosophy helps the process of implementing mathematics education. Philosophy directs and guides all processes that take place in mathematics education, so that education is carried out according to the right path and direction. The purpose of this study is to examine in depth how the philosophy of mathematics education perspective as a field of knowledge. The research method in this study used the literature study method. Data collection was carried out by collecting data from the library, from research journals and books and then reading, recording and processing these sources as research data. Philosophy of mathematics education as a field of knowledge provides a clear basis and direction for mathematics to become a means of thinking in discovering and developing various new knowledge and will then communicate the results of this knowledge so that it becomes useful and usable. Based on the study of ontology and epistemology, in carrying out mathematics education activities as a field of knowledge it is necessary to apply a philosophy of mathematics which involves the use of logic and the involvement of students in constructing their knowledge in solving existing phenomena or problems. Based on the axiological study, mathematics education as a field of knowledge will have value if students in the implementation of mathematics education are organized by involving the connections of mathematics with other sciences and connections with previously acquired knowledge.
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