This study attempts to better understand how children learn integer operations after the ‘dice games ’ approach of Linchevski & Williams, through Radford’s semiotic analyses of the means of objectification. In this paper we analyse of pilot study data from an ongoing research. Following a short review of Radford’s account of the semiotic processes, it is argued that in the dice games approach factual generalization can be analysed as a three stage semiotic process of reification. Hence, connections between Sfard’s theory of reification and Radford’s semiotic analyses of the means are made
This paper explores the reasoning of young children in invented calculation strategies. It draws on ...
International audienceAn early introduction to arithmetical expressions is realized in a teaching ex...
This study examines a single pipe trades pre-apprentice within a one-on-one impromptu tutoring sessi...
International audienceResearch topic and theoretical approach The aim of this study is to develop bo...
International audienceIn this paper, we first outline a Hypothetical Learning Trajectory (HLT), whic...
My presentation deals with the use of arithmetic artefactsi in early years for the purpose of count...
The paper presents and studies some cases of mathematical reasoning observed during a game, proposed...
Abstract:This paper reports the semiotic objectification means that arose among 7 and 8 year-old chi...
Abstract: This paper deals with the problem of algebraic generalizations of elementary geometric-num...
The use of artifacts to introduce the distributive law of multiplication over addition in primary sc...
Young children’s ‘alternative’ notions of science are well documented but their unorthodox ideas abo...
Theobjectiveofthispaperistostudystudents’difficultieswhentheyhavetoascribe the same meaning to diffe...
Using the Peircean semiotic perspective, the paper introduces the notion of mathematical wealth. The...
This paper investigates the notion of semiotic scaffolding in relation to mathematics by considering...
<p>Multiplication is introduced early in primary school, but its properties are usually introduced a...
This paper explores the reasoning of young children in invented calculation strategies. It draws on ...
International audienceAn early introduction to arithmetical expressions is realized in a teaching ex...
This study examines a single pipe trades pre-apprentice within a one-on-one impromptu tutoring sessi...
International audienceResearch topic and theoretical approach The aim of this study is to develop bo...
International audienceIn this paper, we first outline a Hypothetical Learning Trajectory (HLT), whic...
My presentation deals with the use of arithmetic artefactsi in early years for the purpose of count...
The paper presents and studies some cases of mathematical reasoning observed during a game, proposed...
Abstract:This paper reports the semiotic objectification means that arose among 7 and 8 year-old chi...
Abstract: This paper deals with the problem of algebraic generalizations of elementary geometric-num...
The use of artifacts to introduce the distributive law of multiplication over addition in primary sc...
Young children’s ‘alternative’ notions of science are well documented but their unorthodox ideas abo...
Theobjectiveofthispaperistostudystudents’difficultieswhentheyhavetoascribe the same meaning to diffe...
Using the Peircean semiotic perspective, the paper introduces the notion of mathematical wealth. The...
This paper investigates the notion of semiotic scaffolding in relation to mathematics by considering...
<p>Multiplication is introduced early in primary school, but its properties are usually introduced a...
This paper explores the reasoning of young children in invented calculation strategies. It draws on ...
International audienceAn early introduction to arithmetical expressions is realized in a teaching ex...
This study examines a single pipe trades pre-apprentice within a one-on-one impromptu tutoring sessi...