Generalized div-curl based regularization for physically constrained deformable image registration
Variational image registration methods commonly employ a similarity metric and a
regularization term that renders the minimization problem well-posed. However, many …
regularization term that renders the minimization problem well-posed. However, many …
Divergence-free wavelets and high order regularization
Expanding on a wavelet basis the solution of an inverse problem provides several
advantages. First of all, wavelet bases yield a natural and efficient multiresolution analysis …
advantages. First of all, wavelet bases yield a natural and efficient multiresolution analysis …
Regional flux analysis for discovering and quantifying anatomical changes: An application to the brain morphometry in Alzheimer's disease
In this study we introduce the regional flux analysis, a novel approach to deformation based
morphometry based on the Helmholtz decomposition of deformations parameterized by …
morphometry based on the Helmholtz decomposition of deformations parameterized by …
Regional flux analysis of longitudinal atrophy in Alzheimer's disease
The longitudinal analysis of the brain morphology in Alzheimer's disease (AD) is
fundamental for understanding and quantifying the dynamics of the pathology. This study …
fundamental for understanding and quantifying the dynamics of the pathology. This study …
Deformation-based morphometry of the brain for the development of surrogate markers in Alzheimer's disease
M Lorenzi - 2012 - theses.hal.science
The aim of the present thesis is to provide an e ffective computational framework for the
analysis and quantifi cation of the longitudinal structural changes in Alzheimer's disease …
analysis and quantifi cation of the longitudinal structural changes in Alzheimer's disease …
No-Slip and Free-Slip Divergence-Free Wavelets for the Simulation of Incompressible Viscous Flows
SK Harouna, V Perrier - Cartesian CFD Methods for Complex Applications, 2021 - Springer
This work concerns divergence-free wavelet-based methods for the numerical resolution of
Navier–Stokes equations. It generalizes to higher dimension the approach of Kadri-Harouna …
Navier–Stokes equations. It generalizes to higher dimension the approach of Kadri-Harouna …
Sparse scale-space decomposition of volume changes in deformations fields
Anatomical changes like brain atrophy or growth are usually not homogeneous in space and
across spatial scales, since they map differently depending on the anatomical structures …
across spatial scales, since they map differently depending on the anatomical structures …
[PDF][PDF] Sparse Scale-Space Decomposition of Volume Changes in Deformations Fields
Anatomical changes like brain atrophy or growth are usually not homogeneous in space and
across spatial scales, since they map differently depending on the anatomical structures …
across spatial scales, since they map differently depending on the anatomical structures …
[PDF][PDF] Regional ux analysis of longitudinal atrophy in Alzheimer's disease.
ISGD LENITEM - Citeseer
The longitudinal analysis of the brain morphology in Alzheimer's disease (AD) is
fundamental for understanding and quantifying the dynamics of the pathology. This study …
fundamental for understanding and quantifying the dynamics of the pathology. This study …