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Soneira, Carlos; González-Calero, José Antonio; Arnau, David – Educational Studies in Mathematics, 2018
We present two empirical studies with 241 and 211 pre-service teachers that evaluate the explanatory power of word order matching and static comparison as models for the reversal error. We used tasks consisting of generating an algebraic equation representing a comparison given in a verbal statement. We introduce the types of magnitude involved in…
Descriptors: Preservice Teachers, Algebra, Equations (Mathematics), Comparative Analysis
Hodnik Cadež, Tatjana; Manfreda Kolar, Vida – Educational Studies in Mathematics, 2015
A cognitive schema is a mechanism which allows an individual to organize her/his experiences in such a way that a new similar experience can easily be recognised and dealt with successfully. Well-structured schemas provide for the knowledge base for subsequent mathematical activities. A new experience can be assimilated into a previously existing…
Descriptors: Problem Solving, Generalization, Mathematics, Comparative Analysis
Influence of Additive and Multiplicative Structure and Direction of Comparison on the Reversal Error
González-Calero, José Antonio; Arnau, David; Laserna-Belenguer, Belén – Educational Studies in Mathematics, 2015
An empirical study has been carried out to evaluate the potential of word order matching and static comparison as explanatory models of reversal error. Data was collected from 214 undergraduate students who translated a set of additive and multiplicative comparisons expressed in Spanish into algebraic language. In these multiplicative comparisons…
Descriptors: Error Patterns, Undergraduate Students, Spanish, Algebra
Roy, Somali; Inglis, Matthew; Alcock, Lara – Educational Studies in Mathematics, 2017
This paper presents two studies of an intervention designed to help undergraduates comprehend mathematical proofs. The intervention used multimedia resources that presented proofs with audio commentary and visual animations designed to focus attention on logical relationships. In study 1, students studied an e-Proof or a standard written proof and…
Descriptors: Intervention, Undergraduate Students, Multimedia Instruction, Eye Movements
Andrews, Paul; Ryve, Andreas; Hemmi, Kirsti; Sayers, Judy – Educational Studies in Mathematics, 2014
Finnish students' success on all three content domains of each of the four cycles of the OECD's Programme for International Student Assessment (PISA) has created much international interest. It has also prompted Finnish academics to offer systemic explanations typically linked to the structural qualities of Finnish schooling and teacher education.…
Descriptors: Achievement Tests, Mathematics Instruction, Teaching Methods, Interviews
Perrenet, Jacob; Taconis, Ruurd – Educational Studies in Mathematics, 2009
This study investigates the changes in mathematical problem-solving beliefs and behaviour of mathematics students during the years after entering university. Novice bachelor students fill in a questionnaire about their problem-solving beliefs and behaviour. At the end of their bachelor programme, as experienced bachelor students, they again fill…
Descriptors: Mathematics Education, Questionnaires, Problem Solving, Undergraduate Students
Kospentaris, George; Spyrou, Panagiotis; Lappas, Dionyssios – Educational Studies in Mathematics, 2011
The aim of this study is to investigate the strategies employed by advanced high school and university students working on six tasks concerning comparison and conservation of area. Special care has been taken in the test design so that the problems could be dealt with using a variety of solution methods. Written responses and in-depth interviews…
Descriptors: Grade 12, Test Construction, Advanced Students, Mathematics
Alcock, Lara; Inglis, Matthew – Educational Studies in Mathematics, 2008
This paper discusses variation in reasoning strategies among expert mathematicians, with a particular focus on the degree to which they use examples to reason about general conjectures. We first discuss literature on the use of examples in understanding and reasoning about abstract mathematics, relating this to a conceptualisation of syntactic and…
Descriptors: Semantics, Number Concepts, Mathematics Instruction, Abstract Reasoning
Osterholm, Magnus – Educational Studies in Mathematics, 2006
This study compares reading comprehension of three different texts: two mathematical texts and one historical text. The two mathematical texts both present basic concepts of group theory, but one does it using mathematical symbols and the other only uses natural language. A total of 95 upper secondary and university students read one of the…
Descriptors: Symbols (Mathematics), Prior Learning, Mathematics, Natural Language Processing