National audienceIn this paper we develop an analysis of the numeration systems, based on their compatibility with the cognitive functions. In a first part, we define a taxonomy allowing to categorize all the systems of numeration, according to various levels of properties. In a second part, we see how these various taxonomical elements interact with certain peculiarities of the natural reasoning, revealing by the cognitive psychology.Dans cet article, nous développons une analyse des systèmes de numération, basée sur leur plus ou moins grande compatibilité avec les fonctions cognitives. Dans une première partie, nous définissons une taxonomie permettant de catégoriser tous les systèmes de numération en fonct...
International audienceAnd if prices were not always numerals in the consumer’s head ? The role of th...
The subject of this journal goes by a variety of names: numeracy, quantitative literacy, and quantit...
The continuum in Cognitive Philosophy. The paper addresses the question of mathematical continuum in...
International audienceIn this paper we develop an analysis of the numeration systems, based on their...
In this paper, we study the representational properties of numeration systems. We argue that numerat...
Neuropsychology of numbers : philosophical remarks. How do we extract numbers from our perceiving th...
Summary : Cognitive arithmetic : Processes development and individual differences. Over recent years...
This work reviewed recent empirical data on the existence of three distinct cognitive and neural sys...
This doctoral thesis present the results of five distinct projects which all share a common focus - ...
The presence of preverbal numerical abilities in animals and infants is widely established, but an i...
This book uncovers mathematical structures underlying natural intelligence and applies category theo...
"Categorical norms" : the cognitive and/or linguistic structuring of semantic categories . This arti...
Number is the foundation of quantitative evaluation and an important parameter underpinning mental r...
Numbers are often represented mentally on spatial media reflecting their magnitude. Numerous studies...
In 1939, the influential psychophysicist S. S. Stevens proposed definitional distinctions between th...
International audienceAnd if prices were not always numerals in the consumer’s head ? The role of th...
The subject of this journal goes by a variety of names: numeracy, quantitative literacy, and quantit...
The continuum in Cognitive Philosophy. The paper addresses the question of mathematical continuum in...
International audienceIn this paper we develop an analysis of the numeration systems, based on their...
In this paper, we study the representational properties of numeration systems. We argue that numerat...
Neuropsychology of numbers : philosophical remarks. How do we extract numbers from our perceiving th...
Summary : Cognitive arithmetic : Processes development and individual differences. Over recent years...
This work reviewed recent empirical data on the existence of three distinct cognitive and neural sys...
This doctoral thesis present the results of five distinct projects which all share a common focus - ...
The presence of preverbal numerical abilities in animals and infants is widely established, but an i...
This book uncovers mathematical structures underlying natural intelligence and applies category theo...
"Categorical norms" : the cognitive and/or linguistic structuring of semantic categories . This arti...
Number is the foundation of quantitative evaluation and an important parameter underpinning mental r...
Numbers are often represented mentally on spatial media reflecting their magnitude. Numerous studies...
In 1939, the influential psychophysicist S. S. Stevens proposed definitional distinctions between th...
International audienceAnd if prices were not always numerals in the consumer’s head ? The role of th...
The subject of this journal goes by a variety of names: numeracy, quantitative literacy, and quantit...
The continuum in Cognitive Philosophy. The paper addresses the question of mathematical continuum in...