This study aimed at investigating six high school students’ use of analogies while working through geometry proofs in group settings. Along with the analogies used by students and analysis of how they were used, as well as discourse analysis, we investigate students’ meta-proof comments to glean some interpretation of students’ beliefs about proofs. Overall, this study found that students had different beliefs about the nature and process of proofs and used and understood analogical reasoning in idiosyncratic ways. However, it was also found that students’ greater use of analogies did not automatically lead to more success with proofs
Graduation date: 2004The purpose of this investigation was to describe tenth grade students' views\u...
This paper is research oriented and pretends to contribute toward giving empirical evidence about ho...
Proving in geometry is fundamental to mathematics (Reid, 2011) and is considered the heart of the ma...
This study is a micro-ethnography describing the students\u27 perspective of learning proof in high ...
Abstract: Although proof and reasoning are seen as fundamental components of learning mathematics, r...
In this paper, Harel and Sowder's proof schemes of taxonomy were applied for identifying eighth grad...
This paper provides an analysis of a teaching experiment designed to foster students' geometric...
This short paper outlines a guiding principle that can be used to inform the use of geometrical cons...
In this study, we focused on grade-6 students’ justifications during mathematical problem solving in...
For learning the mathematical concepts need to have special skills. Reasoning is skill that uses to ...
This cross age study was designed to investigate students’ predictions in novel situations and the r...
Analogies as tools for meaning making have been of interest to scientists, educators and philosopher...
Building upon renewed interest of mathematics education in epistemology of mathematics, this study i...
The purpose of this study is to investigate possible effects of different college level mathematics ...
International audienceIn this paper, we aim to contribute to the discussion on the students’ cogniti...
Graduation date: 2004The purpose of this investigation was to describe tenth grade students' views\u...
This paper is research oriented and pretends to contribute toward giving empirical evidence about ho...
Proving in geometry is fundamental to mathematics (Reid, 2011) and is considered the heart of the ma...
This study is a micro-ethnography describing the students\u27 perspective of learning proof in high ...
Abstract: Although proof and reasoning are seen as fundamental components of learning mathematics, r...
In this paper, Harel and Sowder's proof schemes of taxonomy were applied for identifying eighth grad...
This paper provides an analysis of a teaching experiment designed to foster students' geometric...
This short paper outlines a guiding principle that can be used to inform the use of geometrical cons...
In this study, we focused on grade-6 students’ justifications during mathematical problem solving in...
For learning the mathematical concepts need to have special skills. Reasoning is skill that uses to ...
This cross age study was designed to investigate students’ predictions in novel situations and the r...
Analogies as tools for meaning making have been of interest to scientists, educators and philosopher...
Building upon renewed interest of mathematics education in epistemology of mathematics, this study i...
The purpose of this study is to investigate possible effects of different college level mathematics ...
International audienceIn this paper, we aim to contribute to the discussion on the students’ cogniti...
Graduation date: 2004The purpose of this investigation was to describe tenth grade students' views\u...
This paper is research oriented and pretends to contribute toward giving empirical evidence about ho...
Proving in geometry is fundamental to mathematics (Reid, 2011) and is considered the heart of the ma...