The Oxford Handbook of Numerical Cognition by Roi Cohen Kadosh, Ann Dowker

By Roi Cohen Kadosh, Ann Dowker

How will we comprehend numbers? Do animals and infants have numerical skills? Why perform a little humans fail to understand numbers, and the way we will increase numerical understanding?

Numbers are very important to such a lot of parts of existence: in technology, economics, activities, schooling, and plenty of facets of lifestyle from infancy onwards. Numerical cognition is a colourful quarter that brings jointly scientists from varied and numerous learn parts (e.g., neuropsychology, cognitive psychology, developmental psychology, comparative psychology, anthropology, schooling, and neuroscience) utilizing various methodological methods (e.g., behavioral stories of fit childrens and adults and of sufferers; electrophysiology and mind imaging experiences in people; single-cell neurophysiology in non-human primates, habituation experiences in human babies and animals, and machine modeling).

While the examine of numerical cognition were particularly overlooked for a very long time, over the last decade there was an explosion of stories and new findings. This has ended in an incredible increase in our knowing of the neural and cognitive mechanisms of numerical cognition. additionally, there has lately been expanding curiosity and obstacle approximately scholars' mathematical fulfillment in lots of nations, leading to makes an attempt to take advantage of examine to steer arithmetic guide in faculties, and to improve interventions for kids with mathematical difficulties.

This instruction manual brings jointly the several study parts that make up the sphere of numerical cognition in a single entire and authoritative quantity. The chapters supply a extensive and wide evaluation that's written in an obtainable shape for students and scholars, in addition to educationalists, clinicians, and coverage makers. The ebook covers an important features of study on numerical cognition from the parts of improvement psychology, cognitive psychology, neuropsychology and rehabilitation, studying disabilities, human and animal cognition and neuroscience, computational modeling, schooling and person ameliorations, and philosophy. Containing greater than 60 chapters by way of prime experts of their fields, the Oxford instruction manual of Numerical Cognition is a cutting-edge overview of the present literature.

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Extra info for The Oxford Handbook of Numerical Cognition

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New York: Farrar, Strauss, Giroux. Cognitive Psychology, 3, 430–454. Science, 185, 1124–1131. Journal of Cognitive Neuroscience, 26(4), 768-776. Journal of Experimental Psychology: Page 7 of 9 Cognitive Foundations of Human Number Representations and Mental Arithmetic Learning, Memory and Cognition, 33(4), 720–733. Quarterly Journal of Experimental Psychology, 61(4), 515– 524. Cognitive mechanisms in numerical processing: evidence from acquired dyscalculia. Cognition, 44(1–2), 107–157. Philosophia Mathematica, 5(2), 97–115.

Thus, if the SNARC effect taps into automatic processing of numerical values, negative integers are not primitives. –3; –5), an inversed SiCE was obtained. Thus the pair –3; –5 is perceived as 3; 5 and the same happens in the cased of 3; –5. This implies that the polarity signs were ignored, and supports the hypothesis of a componential representation of negative numbers in LTM. Once again, the SiCE effect for comparisons of negative numbers was inversed. Thus, even after extensive training using unfamiliar figures that eliminated the influence of the components of the negative numbers, no indication for automatic processing of negative integers was found.

Page 9 of 18 Primitives and Non-primitives of Numerical Representations Is Zero a Primitive? Studies on non-human animals show that primates are able to associate a symbol with a null quantity (squirrel monkeys – Olthof, Iden, & Roberts, 1997; chimpanzees – Biro & Matsuzawa, 2001; Boysen & Berntson, 1989), as well as to perceive empty sets as representing a smaller magnitude than nonempty sets (rhesus monkeys – Merritt, Rugani, & Brannon, 2009). 2009). While children and non-human animals can represent a null quantity, the question is whether zero, that is, a symbolic representation of a null quantity acquired through schooling, is represented in LTM as a primitive.

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