Semantic cognition and numerical cognition are dissociable faculties with separable neural mechanisms. However, recent advances in the cortical topography of the temporal and parietal lobes have revealed a common organisational principle for the neural representations of semantics and numbers. We discuss their convergence and divergence through the prism of topography
Recent years have witnessed an enormous increase in behavioral and neuroimaging studies of numerical...
As a higher cognitive function in humans, mathematics is supported by parietal and prefrontal brain ...
AbstractThe triple-code theory of numerical processing postulates an abstract-semantic “number sense...
A recent study showed that topographic field maps of complex cognitive functions, such as numerosity...
The study of neuronal specialisation in different cognitive and perceptual domains is important for ...
Much evidence cited by Cohen Kadosh & Walsh (CK&W) in support of their notation-specific representat...
One of the most controversial debates in cognitive neuroscience concerns the cortical locus of seman...
Numerical cognition has been shown to share many aspects of spatial cognition, both behavioural and ...
A recent study showed that topographic field maps of complex cognitive functions, such as numerosity...
Both animals and humans are capable of representing and comparing numerical quantities, but only hum...
Sensory and motor cortices each contain multiple topographic maps with the structure of sensory orga...
Numerosity, the set size of a group of items, is processed by the association cortex, but certain as...
Recent use of voxel-wise modeling in cognitive neuroscience suggests that semantic maps tile the cor...
Both animals and humans represent and compare numerical quantities, but only humans have evolved mul...
International audienceSome authors proposed that exact mental calculation is based on linguistic rep...
Recent years have witnessed an enormous increase in behavioral and neuroimaging studies of numerical...
As a higher cognitive function in humans, mathematics is supported by parietal and prefrontal brain ...
AbstractThe triple-code theory of numerical processing postulates an abstract-semantic “number sense...
A recent study showed that topographic field maps of complex cognitive functions, such as numerosity...
The study of neuronal specialisation in different cognitive and perceptual domains is important for ...
Much evidence cited by Cohen Kadosh & Walsh (CK&W) in support of their notation-specific representat...
One of the most controversial debates in cognitive neuroscience concerns the cortical locus of seman...
Numerical cognition has been shown to share many aspects of spatial cognition, both behavioural and ...
A recent study showed that topographic field maps of complex cognitive functions, such as numerosity...
Both animals and humans are capable of representing and comparing numerical quantities, but only hum...
Sensory and motor cortices each contain multiple topographic maps with the structure of sensory orga...
Numerosity, the set size of a group of items, is processed by the association cortex, but certain as...
Recent use of voxel-wise modeling in cognitive neuroscience suggests that semantic maps tile the cor...
Both animals and humans represent and compare numerical quantities, but only humans have evolved mul...
International audienceSome authors proposed that exact mental calculation is based on linguistic rep...
Recent years have witnessed an enormous increase in behavioral and neuroimaging studies of numerical...
As a higher cognitive function in humans, mathematics is supported by parietal and prefrontal brain ...
AbstractThe triple-code theory of numerical processing postulates an abstract-semantic “number sense...