output
20162020
most citedBoundedness vs Unboundedness of A Noise Linked to Tsallis q-Statistics: The Role of The Overdamped Approximation

7 citations

7 papers

cs.CV20207 cited

Retinal vessel segmentation by probing adaptive to lighting variations

Guillaume Noyel, Christine Vartin, Peter Boyle +1

We introduce a novel method to extract the vessels in eye fun-dus images which is adaptive to lighting variations. In the Logarithmic Image Processing framework, a 3-segment probe…

cs.CV20191 cited

A Link Between the Multiplicative and Additive Functional Asplund's Metrics

Guillaume Noyel

Functional Asplund's metrics were recently introduced to perform pattern matching robust to lighting changes thanks to double-sided probing in the Logarithmic Image Processing (LIP…

physics.med-ph20191 cited

Registration of retinal images from Public Health by minimising an error between vessels using an affine model with radial distortions

Guillaume Noyel, R Thomas, S Iles +4

In order to estimate a registration model of eye fundus images made of an affinity and two radial distortions, we introduce an estimation criterion based on an error between the ve…

cs.CV20191 cited

Region homogeneity in the Logarithmic Image Processing framework: application to region growing algorithms

Guillaume Noyel, Michel Jourlin

In order to create an image segmentation method robust to lighting changes, two novel homogeneity criteria of an image region were studied. Both were defined using the Logarithmic…

math-ph20177 cited

Boundedness vs Unboundedness of A Noise Linked to Tsallis q-Statistics: The Role of The Overdamped Approximation

Dario Domingo, Alberto d Onofrio, Franco Flandoli

An apparently ideal way to generate continuous bounded stochastic processes is to consider the stochastically perturbed motion of a point of small mass in an infinite potential wel…

cs.CV20172 cited

A simple expression for the map of Asplund's distances with the multiplicative Logarithmic Image Processing (LIP) law

Guillaume Noyel, Michel Jourlin

We introduce a simple expression for the map of Asplund's distances with the multiplicative Logarithmic Image Processing (LIP) law. It is a difference between a morphological dilat…