90 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.The present research involved gauging preschooler's learning potential for a key arithmetic concept, the addition-subtraction inverse principle (e.g., 2 + 1 - 1 = 2). Twenty-four 4 to 5 years old Taiwanese children from two public preschools serving low- and middle-income families participated in the training experiment. Half were randomly assigned to an experimental group; half, to a control condition. Participants were tested for an understanding of inversion before and after the interventions. Almost one third of the 5 year olds from both groups performed at the marginally or reliably successful levels before the intervention, and almost three quarters of them did so a...
The development of conceptual understanding in arithmetic is a gradual process and children may make...
Understanding conceptual relationships is an important aspect of learning arithmetic. Most studies o...
: Conceptual understanding of properties of operations is an important element of algebraic thinking...
90 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.The present research involved ...
Two intervention studies are described. Both were designed to study the effects of teaching children...
The importance of self-action and its considerable links with cognitive activity in childhood are kn...
In learning mathematics, children must master fundamental logical relationships, including the inver...
In this presentation, I consider the origins and the extent of children’s understanding of the inver...
(Special Issue). Mathematical Thinking and Learning, 11(1-2), 1-112.Volume 11 of Mathematical Thinki...
In this presentation, I consider the origins and the extent of children’s understanding of the inver...
The basis of this intervention study is a distinction between numerical calculus and relational calc...
In learning mathematics, children must master fundamental logical relationships, including the inver...
Forty-four children between 6;0 and 7;11 took part in a study of derived fact strategy use. They wer...
44 children between 6;0 and 7;11 took part in a study of derived fact strategy use. They were assign...
Few research studies within the field of mathematics education have focused on the ability to recogn...
The development of conceptual understanding in arithmetic is a gradual process and children may make...
Understanding conceptual relationships is an important aspect of learning arithmetic. Most studies o...
: Conceptual understanding of properties of operations is an important element of algebraic thinking...
90 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.The present research involved ...
Two intervention studies are described. Both were designed to study the effects of teaching children...
The importance of self-action and its considerable links with cognitive activity in childhood are kn...
In learning mathematics, children must master fundamental logical relationships, including the inver...
In this presentation, I consider the origins and the extent of children’s understanding of the inver...
(Special Issue). Mathematical Thinking and Learning, 11(1-2), 1-112.Volume 11 of Mathematical Thinki...
In this presentation, I consider the origins and the extent of children’s understanding of the inver...
The basis of this intervention study is a distinction between numerical calculus and relational calc...
In learning mathematics, children must master fundamental logical relationships, including the inver...
Forty-four children between 6;0 and 7;11 took part in a study of derived fact strategy use. They wer...
44 children between 6;0 and 7;11 took part in a study of derived fact strategy use. They were assign...
Few research studies within the field of mathematics education have focused on the ability to recogn...
The development of conceptual understanding in arithmetic is a gradual process and children may make...
Understanding conceptual relationships is an important aspect of learning arithmetic. Most studies o...
: Conceptual understanding of properties of operations is an important element of algebraic thinking...