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A neuro-mathematical model for geometrical optical illusions

A neuro-mathematical model for geometrical optical illusions

27 November 2016
B. Franceschiello
A. Sarti
G. Citti
ArXiv (abs)PDFHTML

Papers citing "A neuro-mathematical model for geometrical optical illusions"

7 / 7 papers shown
Title
Multi-frequency image completion via a biologically-inspired
  sub-Riemannian model with frequency and phase
Multi-frequency image completion via a biologically-inspired sub-Riemannian model with frequency and phase
E. Baspinar
DiffM3DV
30
4
0
27 Oct 2021
A cortical-inspired sub-Riemannian model for Poggendorff-type visual
  illusions
A cortical-inspired sub-Riemannian model for Poggendorff-type visual illusions
E. Baspinar
L. Calatroni
Valentina Franceschi
Dario Prandi
20
7
0
28 Dec 2020
Cortical-inspired Wilson-Cowan-type equations for orientation-dependent
  contrast perception modelling
Cortical-inspired Wilson-Cowan-type equations for orientation-dependent contrast perception modelling
M. Bertalmío
L. Calatroni
Valentina Franceschi
Benedetta Franceschiello
Dario Prandi
23
13
0
15 Oct 2019
A sub-Riemannian model of the visual cortex with frequency and phase
A sub-Riemannian model of the visual cortex with frequency and phase
Emre Baspinar
A. Sarti
G. Citti
21
12
0
11 Oct 2019
Neurogeometry of perception: isotropic and anisotropic aspects
Neurogeometry of perception: isotropic and anisotropic aspects
G. Citti
A. Sarti
15
4
0
08 Jun 2019
A cortical-inspired model for orientation-dependent contrast perception:
  a link with Wilson-Cowan equations
A cortical-inspired model for orientation-dependent contrast perception: a link with Wilson-Cowan equations
M. Bertalmío
L. Calatroni
Valentina Franceschi
Benedetta Franceschiello
Dario Prandi
51
13
0
18 Dec 2018
Minimal Paths for Tubular Structure Segmentation with Coherence Penalty
  and Adaptive Anisotropy
Minimal Paths for Tubular Structure Segmentation with Coherence Penalty and Adaptive Anisotropy
Da Chen
Jiong Zhang
Laurent D. Cohen
MedIm
37
31
0
21 Sep 2018
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