Research on teaching and learning of proofs in linear algebra is scarce. To help fill this gap, we interviewed six students taking a second linear algebra course and examined some of their coursework that they handed in. In this paper, we examined students’ ways of understanding and ways of thinking (Harel, 2008) in the formal world (Tall, 2008) of mathematical thinking from their statements as they unpacked a particular linear algebra proof. The results show that students were able to unpack and adjust the proof formally in a second course and reacted positively
2005This paper reports the results of an exploratory study of the perceptions of and approaches to ...
AbstractWe develop the philosophical and practical background for teaching an elementary Linear Alge...
This chapter first analyses and compares mathematicians' and mathematics educators' different concep...
Proofs are notoriously difficult. While the challenges students face when working on proofs are well...
Frank D. Uhlig published in a recent issue of this journal (ESM 50.3) a very interesting article abo...
Some comments on "The role of proof in comprehending and teaching elementary linear algebra &qu...
AbstractLinear algebra offers, with calculus, the two main mathematical fields taught in universitie...
This paper reports on an exploratory study of mathematicians' views on the teaching and learning tha...
This paper presents ‘expert opinions’ on what should be taught in a first-year linear algebra course...
The fact that proofs can convey new mathematical techniques to students effectively, as shown in rec...
The opinion of mathematics education expert toward the necessity of introducing mathematical proof t...
This paper presents results from a multi-year research study1 that examined the development of middl...
One of the most difficult learning thresholds for students of mathematics is the concept of proof. T...
This article examines the idea of ‘following the flow of a proof with an example ’ in order to assis...
Calls to expand proof beyond geometry are usually based on the general benefits of proving for stude...
2005This paper reports the results of an exploratory study of the perceptions of and approaches to ...
AbstractWe develop the philosophical and practical background for teaching an elementary Linear Alge...
This chapter first analyses and compares mathematicians' and mathematics educators' different concep...
Proofs are notoriously difficult. While the challenges students face when working on proofs are well...
Frank D. Uhlig published in a recent issue of this journal (ESM 50.3) a very interesting article abo...
Some comments on "The role of proof in comprehending and teaching elementary linear algebra &qu...
AbstractLinear algebra offers, with calculus, the two main mathematical fields taught in universitie...
This paper reports on an exploratory study of mathematicians' views on the teaching and learning tha...
This paper presents ‘expert opinions’ on what should be taught in a first-year linear algebra course...
The fact that proofs can convey new mathematical techniques to students effectively, as shown in rec...
The opinion of mathematics education expert toward the necessity of introducing mathematical proof t...
This paper presents results from a multi-year research study1 that examined the development of middl...
One of the most difficult learning thresholds for students of mathematics is the concept of proof. T...
This article examines the idea of ‘following the flow of a proof with an example ’ in order to assis...
Calls to expand proof beyond geometry are usually based on the general benefits of proving for stude...
2005This paper reports the results of an exploratory study of the perceptions of and approaches to ...
AbstractWe develop the philosophical and practical background for teaching an elementary Linear Alge...
This chapter first analyses and compares mathematicians' and mathematics educators' different concep...