Three studies examined the abstractness of children's mental representation of counting, and their understanding of the cardinality principle, namely, that the last number word used in a count tells how many items there are. In the first experiment, 24 toddlers of 2-3 years counted objects, actions, and sounds. Findings revealed that children counted objects best; most were also able to count actions and sounds. This finding suggests that at a very young age, children begin to develop an abstract mental representation of the counting routine. When asked, "How many? " after counting, only older children gave the last number word used in the count a majority of the time. This suggests that children younger than 3.5 years do not...
BACKGROUND: The development of an evolutionarily grounded analogue magnitude representation linked t...
This dissertation sought to explore dimensions of preschooler conceptual awareness of the principles...
It has widely been proposed that the ability to engage in sophisticated mathematical thought is one ...
Cardinality means that the last number word used in counting refers to the entire set of items and i...
This study explored the conceptual basis for the cardinal principle of counting. The Give-N task was...
In this study, we use children's prior knowledge to support their development of cardinality underst...
This paper examines how and when children come to understand the way in which counting determines nu...
Although most U. S. children can accurately count sets by 4 years of age, many fail to understa...
Understanding the way in which counting represent numerosities was shown to be a long-lasting proces...
This is a study of the level of children's understanding of cardinality, focusing on the difference...
A key question in early number development is how 4- and 5-year-olds learn the roles that counting a...
In the last twenty years research on children’s acquisition of numerical skills and concepts has bee...
A key question in early number development is how 4- and 5-year-olds learn the roles that counting a...
We investigated whether specific input helps 3-1/2-year-olds discover that the last word in a count ...
86 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2009.The dissertation reports on tw...
BACKGROUND: The development of an evolutionarily grounded analogue magnitude representation linked t...
This dissertation sought to explore dimensions of preschooler conceptual awareness of the principles...
It has widely been proposed that the ability to engage in sophisticated mathematical thought is one ...
Cardinality means that the last number word used in counting refers to the entire set of items and i...
This study explored the conceptual basis for the cardinal principle of counting. The Give-N task was...
In this study, we use children's prior knowledge to support their development of cardinality underst...
This paper examines how and when children come to understand the way in which counting determines nu...
Although most U. S. children can accurately count sets by 4 years of age, many fail to understa...
Understanding the way in which counting represent numerosities was shown to be a long-lasting proces...
This is a study of the level of children's understanding of cardinality, focusing on the difference...
A key question in early number development is how 4- and 5-year-olds learn the roles that counting a...
In the last twenty years research on children’s acquisition of numerical skills and concepts has bee...
A key question in early number development is how 4- and 5-year-olds learn the roles that counting a...
We investigated whether specific input helps 3-1/2-year-olds discover that the last word in a count ...
86 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2009.The dissertation reports on tw...
BACKGROUND: The development of an evolutionarily grounded analogue magnitude representation linked t...
This dissertation sought to explore dimensions of preschooler conceptual awareness of the principles...
It has widely been proposed that the ability to engage in sophisticated mathematical thought is one ...