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The Construction of Explicit Warrant Derived from Implicit Warrant in Mathematical Proof

机译:在数学证据中源自隐性逮捕令的明确保证的构建

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This study aims to describe how subjects construct explicit warrant derived from implicit warrant when completing mathematical proof. This research was conducted on seventeen students of mathematics education study programs by providing tests on vector material in elementary linear algebra courses. The test results show that there are four students who can solve the evidentiary questions correctly using warrant, but there is only one student who can be the subject of research. The selection of subjects is based on students' ability to communicate verbally about the thought process carried out in constructing implicit warrant to explicit warrant when conducting proof. Data in this study were obtained from think aloud, tests, and interviews conducted by researchers to subjects. The results showed that the explicit warrant constructed by the subjects was obtained from an implicit warrant based on the thought process carried out. The subject constructs an explicit warrant derived from an implicit warrant through four steps, namely identifying problems, determining warrant, doing algebraic manipulation, and making conclusions. Warrant is a guarantor used to get the correct conclusions from a mathematical proof, thus further research needs to be done related to warrant.
机译:本研究旨在描述在完成数学证明时如何构建自由逮捕令的主题如何构建显式保证。本研究通过在基本线性代数课程中的载体材料上进行测试来对数学教育研究计划进行17名学生进行。测试结果表明,有四名学生可以使用权证正确地解决证据问题,但只有一名学生可以成为研究的主题。受试者的选择是基于学生在进行证明时在构建隐性逮捕令在建立隐性逮捕令中进行的思想过程进行口头沟通的能力。本研究中的数据是由研究人员进行的思考,测试和访谈获取。结果表明,基于实施的思想过程,由受试者构建的明确逮捕令。该主题通过四个步骤构建从隐式护令的明确担令,即确定问题,确定担保,执行代数操纵和得出结论。逮捕令是一种用于获得数学证据的正确结论的担保人,因此需要进行进一步的研究与逮捕令。

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