A Neuro-Mathematical Model for Size and Context Related Illusions
Détails
Demande d'une copie Sous embargo indéterminé.
Accès restreint UNIL
Etat: Public
Version: de l'auteur⸱e
Licence: Non spécifiée
Accès restreint UNIL
Etat: Public
Version: de l'auteur⸱e
Licence: Non spécifiée
ID Serval
serval:BIB_514DED04A4C1
Type
Partie de livre
Sous-type
Chapitre: chapitre ou section
Collection
Publications
Institution
Titre
A Neuro-Mathematical Model for Size and Context Related Illusions
Titre du livre
Lecture Notes in Morphogenesis
Editeur
Springer International Publishing
ISBN
9783030572266
9783030572273
9783030572273
ISSN
2195-1934
2195-1942
2195-1942
Statut éditorial
Publié
Date de publication
2021
Pages
91-113
Langue
anglais
Résumé
We provide here a mathematical model of size/context illusions, inspired by the functional architecture of the visual cortex. We first recall previous models of scale and orientation, in particular Sarti et al. in Biol Cybern 9:33–48, (2008), and simplify it, only considering the feature of scale. Then we recall the deformation model of illusion, introduced by Franceschiello et al. (J Math Imaging Vis 60:94–108, 2017b) to describe orientation related GOIs, and adapt it to size illusion. We finally apply the model to the Ebbinghaus and Delboeuf illusions, validating the results by comparing them with experimental data from Massaro and Anderson (J Exp Psychol 89:147, 1971) and Roberts et al. (Perception 34:847–856, 2005).
Mots-clé
geometrical optical illusions, mathematical modelling, size illusions, delboeuf, ebbinghaus
Création de la notice
11/01/2021 10:35
Dernière modification de la notice
12/01/2021 6:26