Empowering Mathematics Learners 2017
DOI: 10.1142/9789813224223_0005
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Understanding Future Teachers’ Mathematical Knowing to Overcome Double Discontinuities

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“…Regardless of the structure of the course, the nature of the instructional activities it provides should be flexible enough to allow students to experience mathematical practices, such as problem solving, conjecturing, generalizing, and proving. Cho and Kwon (2017), for example, specify the ways that rigorously understanding the processes for making theorems and using and extending definitions is productive. This direction inspired research approaches which developed and examined course structures and activities which exposed students to different mathematical practices (e.g., Bauer & Kuennen, 2016;Christy & Sparks, 2015;Kempen & Biehler, 2019).…”
Section: Distinguishing Mathematical Concepts From Mathematical Pract...mentioning
confidence: 99%
“…Regardless of the structure of the course, the nature of the instructional activities it provides should be flexible enough to allow students to experience mathematical practices, such as problem solving, conjecturing, generalizing, and proving. Cho and Kwon (2017), for example, specify the ways that rigorously understanding the processes for making theorems and using and extending definitions is productive. This direction inspired research approaches which developed and examined course structures and activities which exposed students to different mathematical practices (e.g., Bauer & Kuennen, 2016;Christy & Sparks, 2015;Kempen & Biehler, 2019).…”
Section: Distinguishing Mathematical Concepts From Mathematical Pract...mentioning
confidence: 99%