activity
20162025
most citedNative Banach spaces for splines and variational inverse problems

10 citations · 20 across the 12 of their papers we have counts for

collaborators
Showing 2020Show all

8 papers · 1 filter

math.FA2020

The Critical Smoothness of Generalized Functions

Julien Fageot, John Paul Ward

For each integrability parameter , the critical smoothness of a periodic generalized function , denoted by is the supremum over the smoothness paramet…

math.OC2020

On the Uniqueness of Solutions for the Basis Pursuit in the Continuum

Thomas Debarre, Quentin Denoyelle, Julien Fageot

This paper studies the continuous-domain inverse problem of recovering Radon measures on the one-dimensional torus from low-frequency Fourier coefficients, where Kc is the cutoff f…

math.PR2020

Entropic Compressibility of Lévy Processes

Julien Fageot, Alireza Fallah, Thibaut Horel

In contrast to their seemingly simple and shared structure of independence and stationarity, Lévy processes exhibit a wide variety of behaviors, from the self-similar Wiener proces…

math.OC2020

TV-based Reconstruction of Periodic Functions

Julien Fageot, Matthieu Simeoni

We introduce a general framework for the reconstruction of periodic multivariate functions from finitely many and possibly noisy linear measurements. The reconstruction task is for…

cs.CV2020★ 1 cited

3D Solid Spherical Bispectrum CNNs for Biomedical Texture Analysis

Valentin Oreiller, Vincent Andrearczyk, Julien Fageot +2

Locally Rotation Invariant (LRI) operators have shown great potential in biomedical texture analysis where patterns appear at random positions and orientations. LRI operators can b…

cs.CV2020

Local Rotation Invariance in 3D CNNs

Vincent Andrearczyk, Julien Fageot, Valentin Oreiller +2

Locally Rotation Invariant (LRI) image analysis was shown to be fundamental in many applications and in particular in medical imaging where local structures of tissues occur at arb…