数学思维丹开坦坦,理解方式丹开坦坦,思维方式丹开坦坦坦

∑igma Pub Date : 2023-09-18 DOI:10.53712/sigma.v9i1.1970
Wilda Syam Tonra, Talisadika S. Maifa, Willy Abdul Ghany, Siti Fatimah
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引用次数: 0

摘要

摘要:"数学思考 "是与 1781 年出版的《数学思考》一书中的主题相联系的。该书于 1982 年由约翰-梅森(John Mason)、利昂-伯顿(Leone Burton)和凯伊-斯泰西(Kaye Stacey)合著。该书是对当代许多书籍的补充。在这本书中,数学思考的技巧包括两个方面的技巧,即 "专一 "和 "概括",以及 "猜想 "和 "说服"。因此,"数学思考 "是一种从一年到一年的学习过程中产生的学习方法。因此,该论文将 "数学思考 "作为一种理解方式和思维方式来阐述。Kata Kunci: Mathematical Thinking; ways of understanding; ways of thinking 摘要:早期的 "数学思考 "一词指的是一本非常著名的书籍《数学思考》(Thinking Mathematically)中的术语,该书目前的引用次数达到 1781 次。该书由约翰-梅森(John Mason)、莱昂-伯顿(Leone Burton)和凯伊-斯泰西(Kaye Stacey)于 1982 年合著。这本书成为其他几位研究人员的参考书。在这本书中,数学思维过程被分为两对过程,即专业化和概括化,然后是猜想和说服。不过,数学思维的内涵随着时代的发展而不断变化。此外,本文还讨论了 "数学思考 "与理解方式和思维方式之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MATHEMATICAL THINKING DAN KAITANNYA DENGAN WAYS OF UNDERSTANDING, WAYS OF THINKING: SEBUAH KAJIAN PUSTAKA
Abstrak:Awal munculnya istilah “Mathematical Thinking” merujuk kepada istilah dari buku yang sangat terkenal berjudul Thinking Mathematically dengan jumlah sitasi saat ini mencapai 1781. Buku ini ditulis oleh John Mason dengan Leone Burton dan Kaye Stacey tahun 1982. Buku ini menjadi rujukan dari beberapa peneliti lainnya. Di buku ini, Mathematical Thinking proses dibagi menjadi 2 pasang proses yaitu Specialising and Generalising kemudian Conjecturing and Convincing. Namun, istilah “Mathematical Thinking”memiliki beberapa pergeseran makna sesuai dengan perkembangan dari tahun ke tahun. Selain itu, paper ini juga membahas kaitan antara “Mathematical Thinking” atau berpikir matematis dengan ways of understanding dan ways of thinking. Kata Kunci: Mathematical Thinking; ways of understanding; ways of thinking Abstract:Early term of "Mathematical Thinking" refers to the term from a very famous book entitled Thinking Mathematically with the current number of citations reaching 1781. This book was written by John Mason with Leone Burton and Kaye Stacey in 1982. This book became a reference for several other researchers. In this book, the Mathematical Thinking process is divided into 2 pairs of processes, namely Specializing and Generalising then Conjecturing and Convincing. However, the meaning of mathematical thinking has changed according to developments from year to year. In addition, this paper also discusses the relationship between "Mathematical Thinking" with ways of understanding and ways of thinking.conclusions.
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