Results 41 to 50 of about 85 (82)

Ordination and Cardination in Counting and Piaget's Number Concept Task

Perceptual and Motor Skills, 1977
Brainerd ( 2 ) has described how counting can be utilized to generate instances of ordination and cardination. Thus he observed that, if children were aware of the positional meanings of number names (ordinal) before their numerousness meanings (cardinal), this could be regarded as an instance of the ordination-cardination sequence.
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Inducing ordinal and cardinal representations of the first five natural numbers

Journal of Experimental Child Psychology, 1974
Abstract The prediction that the ordinal property of natural number symbols (using these symbols to represent the terms in an ordered progression) is more easily learned than the cardinal property of natural number symbols (using these symbols to represent the manyness of collections) was examined in this experiment.
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An Ordination Before Cardination Response to Piaget'S Model for the Assessment of Number Concept Development

The Journal of General Psychology, 1976
(1976). An Ordination Before Cardination Response to Piaget'S Model for the Assessment of Number Concept Development. The Journal of General Psychology: Vol. 94, No. 2, pp. 301-302.
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Note on an Alternative to Brainerd's Procedures for Observing the Developmental Sequence of Ordination before Cardination in Development of Number Concept

Psychological Reports, 1976
Brainerd (1973a, 1973b) determined that children attain ordination before cardination by using three separate assessment procedures. Two ordination tasks-involving three clay balls of differing weights for "heavier than/lighter than" and three lengths of wooden dowel for the relation "longer than/shorter thanu-assessed the ability to quantify ...
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Ordinal-cardinal consensus analysis for large-scale group decision making with uncertain self-confidence

Information Fusion, 2023
Fan-Yong Meng, Chunqiao Tan
exaly  

A multi-stage hybrid consensus reaching model for multi-attribute large group decision-making: Integrating cardinal consensus and ordinal consensus

Computers and Industrial Engineering, 2021
Xuanpeng Yin, Xuanhua Xu, Xiangyu Zhong   +2 more
exaly  

Cardinal and Ordinal Numbers

2023
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Review for "EXPRESS: Mathematics anxiety and number processing: The link between executive functions, cardinality, and ordinality"

2023
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Cardinal number, ordinal number and inquiry about number

2022
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Suppliers selection in the presence of both cardinal and ordinal data

European Journal of Operational Research, 2007
Reza Farzipoor Saen
exaly