2022
DOI: 10.1007/s10649-021-10124-2
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Making sense of student mathematical thinking: the role of teacher mathematical thinking

Abstract: In mathematical whole-class discussions, teachers can build on various student ideas and develop these ideas toward mathematical goals. This requires teachers to make sense of their students' mathematical thinking, which evidently involves mathematical thinking on the teacher's part. Teacher sense-making of student mathematical thinking has been studied and conceptualized as an aspect of teacher noticing and has also been conceptualized as a mathematical activity. We combine these perspectives to explore the r… Show more

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Cited by 6 publications
(3 citation statements)
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“…There is indeed a spectrum of manners or positions that teachers can take to make sense of students' ideas-what are generally referred to as stances in making sense of students' thinking (e.g., Amador et al, 2022;Davis, 1997;Kooloos et al, 2022b;Scheiner, 2023;Sherin & van Es, 2009;Walkoe et al, 2020). One of the most common stances teachers adopt when making sense of students' ideas is the descriptive stance.…”
Section: Making Sense Of Students' Mathematical Ideasmentioning
confidence: 99%
“…There is indeed a spectrum of manners or positions that teachers can take to make sense of students' ideas-what are generally referred to as stances in making sense of students' thinking (e.g., Amador et al, 2022;Davis, 1997;Kooloos et al, 2022b;Scheiner, 2023;Sherin & van Es, 2009;Walkoe et al, 2020). One of the most common stances teachers adopt when making sense of students' ideas is the descriptive stance.…”
Section: Making Sense Of Students' Mathematical Ideasmentioning
confidence: 99%
“…Researchers note that an indicator of a high level of metacognition is the correct interpretation of an educational or live problem, the ability to identify appropriate and inappropriate methods of problem-solving, analysis of the solution after the implementation of the chosen strategy. In their work [3] Kooloos et al conclude that logical thinking is a necessary condition for successful mastery of mathematics. The authors of the study note that logical thinking is based on a sequence of mental actionsthe ability to adhere to logical continuity in the expression of judgments and their justification.…”
Section: Analysis Of Scientific Papersmentioning
confidence: 99%
“…Teachers are required to rethink the mathematical content and their own mathematical thinking process in order to help students construct mathematical thinking [12]. This means that teachers should reflect in teaching, because only in reflection can they develop, so as to provide new learning methods for their growth.…”
Section: Set Up the Consciousness Of Reflection And Develop Mathemati...mentioning
confidence: 99%