The authors investigated the performance on simple multiplication and division problems of 8-year-old children longitudinally to determine the developmental trajectories of both operations. Twice a year, during 2 consecutive school years, children performed a multiplication and division verification task and a number-matching task. All effects that were observed in multiplication performance (problem size, 5, and tie effect and Tie x Size interaction) were also observed in division performance. The developmental trajectories of these effects are described. The authors observed strong developmental parallels between both operations. These results are in line with strongly interconnected memory networks for multiplication and division facts, ...
In the present research, we provide empirical evidence for the process of symbolic integration of nu...
Between ages 5 and 7, children are known to be quite good at sharing discrete quantities but very ba...
The present study investigated how elementary-school children solve two-digit addition problems (e.g...
The authors investigated the performance on simple multiplication and division problems of 8-year-ol...
Multiplication and division are conceptually inversely related: Each division problem can be transfo...
In this study we investigated the development of basic effects that have been found in single-digit...
Children's solution strategies to a variety of multiplication and division word problems were a...
This paper reports on strategies 26 Year 3 students used to solve a range of division word problems ...
The present dissertation focused on one aspect of mathematical knowledge: fact knowledge. More speci...
In this study the mental multiplication ability of primary school children and the difficulty struct...
This thesis investigates the origins of children's understanding of multiplication and division and ...
The difficulty in memorizing arithmetic facts is a general and persistent hallmark of math learning ...
Variability in strategy selection is an important characteristic of learning new skills such as math...
This paper reports changes in children’s mental computation solution strategies for multiplication a...
Within children’s multiplication fact retrieval, performance can be influenced by various effects, s...
In the present research, we provide empirical evidence for the process of symbolic integration of nu...
Between ages 5 and 7, children are known to be quite good at sharing discrete quantities but very ba...
The present study investigated how elementary-school children solve two-digit addition problems (e.g...
The authors investigated the performance on simple multiplication and division problems of 8-year-ol...
Multiplication and division are conceptually inversely related: Each division problem can be transfo...
In this study we investigated the development of basic effects that have been found in single-digit...
Children's solution strategies to a variety of multiplication and division word problems were a...
This paper reports on strategies 26 Year 3 students used to solve a range of division word problems ...
The present dissertation focused on one aspect of mathematical knowledge: fact knowledge. More speci...
In this study the mental multiplication ability of primary school children and the difficulty struct...
This thesis investigates the origins of children's understanding of multiplication and division and ...
The difficulty in memorizing arithmetic facts is a general and persistent hallmark of math learning ...
Variability in strategy selection is an important characteristic of learning new skills such as math...
This paper reports changes in children’s mental computation solution strategies for multiplication a...
Within children’s multiplication fact retrieval, performance can be influenced by various effects, s...
In the present research, we provide empirical evidence for the process of symbolic integration of nu...
Between ages 5 and 7, children are known to be quite good at sharing discrete quantities but very ba...
The present study investigated how elementary-school children solve two-digit addition problems (e.g...