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Ayalon, Michal; Watson, Anne; Lerman, Steve – Educational Studies in Mathematics, 2015
This study investigates students' ways of attending to linear sequential data in two tasks, and conjectures possible relationships between those ways and elements of the task design. Drawing on the substantial literature about such situations, we focus for this paper on linear rate of change, and on covariation and correspondence approaches to…
Descriptors: Foreign Countries, Mathematics Instruction, Teaching Methods, Student Surveys
Przenioslo, Malgorzata – Educational Studies in Mathematics, 2005
My purpose in this paper is to present a didactic tool--a set of specially designed problems and questions for discussion--that can help making students better aware of the various aspects of the formal notion of limit of a sequence. The didactic tool will be justified using results from my own and other authors' research on students' naive or…
Descriptors: Mathematics Education, Teaching Methods, Secondary School Mathematics, Didacticism
Garcia, Mercedes; Sanchez, Victoria; Escudero, Isabel – Educational Studies in Mathematics, 2007
This article is written from our perspective as both researchers and mathematics teacher educators, and describes how our knowledge has grown as we engage concurrently in both teaching and research. Reflection-on-action is a means for us of approaching the relationship between theory and practice that comes out of the development of our work as…
Descriptors: Teacher Educators, Faculty Development, Mathematics Teachers, Theory Practice Relationship
Burn, Bob – Educational Studies in Mathematics, 2005
This paper proposes a genetic development of the concept of limit of a sequence leading to a definition, through a succession of proofs rather than through a succession of sequences or a succession of epsilons. The major ideas on which it is based are historical and depend on Euclid, Archimedes, Fermat, Wallis and Newton. Proofs of equality by…
Descriptors: Genetics, Mathematical Concepts, Mathematics, History
Berge, Analia – Educational Studies in Mathematics, 2006
Burn (2005) proposes a "genetic approach" to teaching limits of numerical sequences. The article includes an explanation of the Method of Exhaustion, a generalization of this method, and a description of how this method was used for obtaining areas and lengths in the seventeenth century. The author uses these historical and mathematical analyses…
Descriptors: Criticism, Teaching Methods, Mathematics Education, Educational History
Evans, Jeff; Morgan, Candia; Tsatsaroni, Anna – Educational Studies in Mathematics, 2006
Our approach to emotion in school mathematics draws on social semiotics, pedagogic discourse theory and psychoanalysis. Emotions are considered as socially organised and shaped by power relations; we portray emotion as a charge (of energy) attached to ideas or signifiers. We analyse transcripts from a small group solving problems in mathematics…
Descriptors: Psychological Patterns, Mathematics, Semiotics, Problem Solving

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