Recent research demonstrates that many issues related to the structure of natural numbers and the relationship among numbers are not well grasped by students. In this article, we describe a computer-based learning environment called Number Worlds that was designed to support the exploration of elementary number theory concepts by making the essential relationships and patterns more accessible to learners. Based on our research with pre-service elementary school teachers, we show how both the visual representations embedded in the microworld, and the possibilities afforded for experimentation affect learners' understanding and appreciation of basic concepts in elementary number theory. We also discuss the aesthetic and affective dimensi...
Thesis (PhD)--Macquarie University, School of Education, 1998.Bibliography: p. 249-285.Background to...
The aim of this study is to investigate children's developing sense of number in the\ud computationa...
This article focuses on how young children acquire concepts for exact, cardinal numbers (e.g., three...
ABSTRACT. Recent research demonstrates that many issues related to the structure of natural numbers ...
This study focuses on the nature of preservice elementary school teachers’ understandings of several...
ABSTRACT. In undergraduate mathematics courses, pre-service elementary school teachers are often fac...
In order to support children's learning of elementary mathematics meaningfully, elementary teachers ...
Abstract Number sense is easy to recognize but difficult to define and hence, to teach. In this arti...
This paper presents a qualitative study in which an attempt was made to extend the debate surroundin...
Numbers are the backbones of mathematics. From 1 to infinity, numbers accompany and underlie the lea...
This thesis was submitted for the degree of Doctor of Philosophy and awarded by Brunel University Lo...
Where would today’s world be without the number system? Indeed, civilization would not have come to ...
Thesis (Ed.D.)--Boston University PLEASE NOTE: Boston University Libraries did not receive an Autho...
Numbers can be represented in a variety of ways – through pictures, diagrams, symbols. Each represen...
In this paper, I examine how biologically endowed computational systems help to frame our experience...
Thesis (PhD)--Macquarie University, School of Education, 1998.Bibliography: p. 249-285.Background to...
The aim of this study is to investigate children's developing sense of number in the\ud computationa...
This article focuses on how young children acquire concepts for exact, cardinal numbers (e.g., three...
ABSTRACT. Recent research demonstrates that many issues related to the structure of natural numbers ...
This study focuses on the nature of preservice elementary school teachers’ understandings of several...
ABSTRACT. In undergraduate mathematics courses, pre-service elementary school teachers are often fac...
In order to support children's learning of elementary mathematics meaningfully, elementary teachers ...
Abstract Number sense is easy to recognize but difficult to define and hence, to teach. In this arti...
This paper presents a qualitative study in which an attempt was made to extend the debate surroundin...
Numbers are the backbones of mathematics. From 1 to infinity, numbers accompany and underlie the lea...
This thesis was submitted for the degree of Doctor of Philosophy and awarded by Brunel University Lo...
Where would today’s world be without the number system? Indeed, civilization would not have come to ...
Thesis (Ed.D.)--Boston University PLEASE NOTE: Boston University Libraries did not receive an Autho...
Numbers can be represented in a variety of ways – through pictures, diagrams, symbols. Each represen...
In this paper, I examine how biologically endowed computational systems help to frame our experience...
Thesis (PhD)--Macquarie University, School of Education, 1998.Bibliography: p. 249-285.Background to...
The aim of this study is to investigate children's developing sense of number in the\ud computationa...
This article focuses on how young children acquire concepts for exact, cardinal numbers (e.g., three...