International audienceThe basic question of the present experiment was whether people use a combination of arithmetic problem solving strategies to reject false products to multiplication problems or whether they simply use the single most efficient strategy. People had to verify true and false, five and non-five arithmetic problems. Compared with no-rule violation problems, people were faster with ta) live problems that violated the five rule (i.e.. N x 5 = number with 5 or 0 as the final digit; e.g., 15 x 4 = 62), (b) problems that violated the parity rule (i.e.. to be true, a product must be even if either or both of its multipliers is even: otherwise, it must be odd; 1 x 38 = 149, and (c) problems that violated both the parity and five ...
People spontaneously discover new representations during problem solving. Discovery of a mathematica...
peer reviewedDetermining adults’ and children’s strategies in mental arithmetic constitutes a centra...
Formal verification of integer multipliers was an open problem for a long time as the size of any re...
International audienceThe basic question of the present experiment was whether people use a combinat...
peer reviewedThis study questions the evidence that a parity rule is used during the verification of...
International audienceIt is well known that people use several strategies to accomplish most cogniti...
International audienceThe present study examined individual differences in strategy use in the conte...
International audienceYoung and older adults were asked to verify true (e.g., 5 x 61 = 305) and fals...
International audienceWe examined whether older adults use plausibility-checking strategies while ve...
Summary : Individual differences in arithmetic strategy use The present study examined individual di...
The conditions under which multiplication verification (3 × 6 = 12, true or false?) involves product...
Once learned, simple arithmetic facts are thought to be represented in a dedicated long term memory ...
The aim of this study was to examine whether differences in strategy selection and/or strategy effic...
A binomial problem is examined through the use of three methods: a classical approach using the bino...
Algebraic thinking and strategy flexibility are essential to advanced mathematical thinking. Early a...
People spontaneously discover new representations during problem solving. Discovery of a mathematica...
peer reviewedDetermining adults’ and children’s strategies in mental arithmetic constitutes a centra...
Formal verification of integer multipliers was an open problem for a long time as the size of any re...
International audienceThe basic question of the present experiment was whether people use a combinat...
peer reviewedThis study questions the evidence that a parity rule is used during the verification of...
International audienceIt is well known that people use several strategies to accomplish most cogniti...
International audienceThe present study examined individual differences in strategy use in the conte...
International audienceYoung and older adults were asked to verify true (e.g., 5 x 61 = 305) and fals...
International audienceWe examined whether older adults use plausibility-checking strategies while ve...
Summary : Individual differences in arithmetic strategy use The present study examined individual di...
The conditions under which multiplication verification (3 × 6 = 12, true or false?) involves product...
Once learned, simple arithmetic facts are thought to be represented in a dedicated long term memory ...
The aim of this study was to examine whether differences in strategy selection and/or strategy effic...
A binomial problem is examined through the use of three methods: a classical approach using the bino...
Algebraic thinking and strategy flexibility are essential to advanced mathematical thinking. Early a...
People spontaneously discover new representations during problem solving. Discovery of a mathematica...
peer reviewedDetermining adults’ and children’s strategies in mental arithmetic constitutes a centra...
Formal verification of integer multipliers was an open problem for a long time as the size of any re...