Leibovich et al. argue that the evidence in favor of a perceptual mechanism devoted to the extraction of numerosity from visual collections is unsatisfactory and propose to replace it with an unspecific mechanism capturing approximate magnitudes from continuous dimensions. We argue that their representation of the evidence is incomplete and that their theoretical proposal is too vague to be useful.SCOPUS: no.jinfo:eu-repo/semantics/publishe
The present article is concerned with studies on magnitude estimations that strived to uncover the u...
Numerosity perception is thought to be foundational to mathematical learning, but its computational ...
One debate in mathematical cognition centers on the single-representation model versus the two-repre...
Leibovich et al. propose that continuous magnitudes and a number sense are used holistically to judg...
Thesis (Ph. D.)--University of Rochester. Department of Brain and Cognitive Sciences, 2016.Drawing o...
Unlike abstract ones in mathematics, concrete sets of elements in the real world have continuous phy...
This chapter presents a re-understanding of the contents of our analog magnitude represent...
How do we perceive the number of objects in a visual scene? Are there limits to how finely we can pe...
This paper explores the value of skepticism towards the Approximate Number System (ANS). I sketch s...
Leibovich et al. argue that it is impossible to control for all continuous magnitudes in a numerical...
Mainstream theory suggests that the approximate number system supports our non-symbolic number abili...
Mainstream theory suggests that the approximate number system supports our non-symbolic number abili...
Dot arrays are often used to study basic numerical skills across cultures, species and development. ...
Among the most fundamental of mental capacities is the ability to represent magnitude information su...
The issue of abstractness raises two distinct questions. First, is there a format-independent magnit...
The present article is concerned with studies on magnitude estimations that strived to uncover the u...
Numerosity perception is thought to be foundational to mathematical learning, but its computational ...
One debate in mathematical cognition centers on the single-representation model versus the two-repre...
Leibovich et al. propose that continuous magnitudes and a number sense are used holistically to judg...
Thesis (Ph. D.)--University of Rochester. Department of Brain and Cognitive Sciences, 2016.Drawing o...
Unlike abstract ones in mathematics, concrete sets of elements in the real world have continuous phy...
This chapter presents a re-understanding of the contents of our analog magnitude represent...
How do we perceive the number of objects in a visual scene? Are there limits to how finely we can pe...
This paper explores the value of skepticism towards the Approximate Number System (ANS). I sketch s...
Leibovich et al. argue that it is impossible to control for all continuous magnitudes in a numerical...
Mainstream theory suggests that the approximate number system supports our non-symbolic number abili...
Mainstream theory suggests that the approximate number system supports our non-symbolic number abili...
Dot arrays are often used to study basic numerical skills across cultures, species and development. ...
Among the most fundamental of mental capacities is the ability to represent magnitude information su...
The issue of abstractness raises two distinct questions. First, is there a format-independent magnit...
The present article is concerned with studies on magnitude estimations that strived to uncover the u...
Numerosity perception is thought to be foundational to mathematical learning, but its computational ...
One debate in mathematical cognition centers on the single-representation model versus the two-repre...