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Breive, Svanhild; Goos, Merrilyn; Monaghan, John – For the Learning of Mathematics, 2022
This paper takes a 'networking of theories' approach to understand the complexity of the phenomenon of agency. We examine an episode, where a kindergarten teacher and nine children work on an addition problem, from three different perspectives: Valsiner's zone theory; Radford's theory of objectification; and Pickering's dance of agency. Our…
Descriptors: Kindergarten, Preschool Teachers, Young Children, Problem Solving
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Fosse, Trude; Meaney, Tamsin – For the Learning of Mathematics, 2020
In Norway, children are encouraged to pose a problem that they can solve using an arithmetical calculation. This is known as 'regnefortelling'. During a larger project, we became interested in a small group of "regnefortelling" which used unusual contexts, contexts that made us uneasy and invoked a feeling of uncertainty about how we…
Descriptors: Foreign Countries, Problem Solving, Teaching Methods, Mathematics Instruction
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Faustino, Ana Carolina; Skovsmose, Ole – For the Learning of Mathematics, 2020
Dialogue has been characterised as a communicative pattern that supports critical learning in education. Seeking to analyse this relationship, we investigated the interaction between teachers and students in two classes, a Third Grade and a Fifth Grade of São Paulo State public school. During the interaction, we identified a variety of dialogic…
Descriptors: Mathematics Instruction, Teaching Methods, Dialogs (Language), Interpersonal Communication
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Thouless, Helen; Gifford, Sue – For the Learning of Mathematics, 2019
In this article we compare two frameworks for analysing young children's responses to the task of copying and extending a 6-dot triangle pattern. We used Mulligan & Mitchelmore's Awareness of Mathematical Pattern and Structure (AMPS) and then Biggs & Collis' SOLO taxonomy, both of which provide criteria for assigning levels. In comparison…
Descriptors: Preschool Children, Pattern Recognition, Geometric Concepts, Disadvantaged Youth
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Roth, Wolff-Michael – For the Learning of Mathematics, 2016
It has become a truism to state that mathematical knowledge or "meaning" and the norms and practices of (school) mathematical communities are negotiated and socially constructed before individuals construct (internalize) them for themselves. In this study I suggest that the social in existing conceptualizations is based on a trivial…
Descriptors: Elementary School Mathematics, Grade 2, Mathematics Curriculum, Social Environment
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Meaney, Tamsin – For the Learning of Mathematics, 2011
Children bring a wealth of mathematical knowledge from home to school. This paper describes one six/seven year old girl's home interactions over 20 weeks about measurable quantities. Almost all measurement discussions occurred when actions were not straightforward. Consequently the measurement attributes usually used to introduce measurement at…
Descriptors: Time, Mathematics Education, Young Children, Family Environment
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Brizuela, Barbara; Schliemann, Analucia – For the Learning of Mathematics, 2004
In this article, the authors seek to re-conceptualize the perspective regarding students' difficulties with algebra. While acknowledging that students "do" have difficulties when learning algebra, they also argue that the generally espoused criteria for algebra as the ability to work with the syntactical rules for solving equations is…
Descriptors: Equations (Mathematics), Elementary School Mathematics, Elementary School Students, Problem Solving