Across three experiments involving four-, five-, and six-year-olds, the same pattern of ability to sequence events was found: familiar events in forward order were the easiest to sequence, then unfamiliar events in forward order, familiar events in backward order, and finally unfamiliar events in backward order. (Author/RH)

The main finding that three- and four-year-old children can make inferences relating numerosity and one-to-one correspondence information implicate more mathematical knowledge than Piaget attributed to young children. Their knowledge does not appear to be as closely tied to counting and other action schemas as other accounts of early numerical…

Results of four studies confirmed the hypothesis that three year olds would have less difficulty inferring that another person holds an odd belief about a matter of taste or value than they have in inferring that another person holds a false belief about a matter of verifiable fact. (RH)

Describes two studies which tested the hypothesis that short simple sentences addressed to children are the result of children signaling non-comprehension for longer, complex utterances. (JMB)

Four studies determined when first, second, and third graders recognize that they make inferences to understand text, and the effect of this recognition on their ability to revise text and monitor its informativeness. Younger children tended to attribute inferred information to the text, while older children clearly distinguished inferred and…

Young children's understanding of correspondences and numerical differences between disjoint sets was studied in three experiments. Findings appeared to restrict the theory that young children are limited to perceptually based forms of mathematical reasoning. (Author/MP)