Mathematical Morphology allows for the analysis and processing of geometrical structures
using techniques based on the fields of set theory, lattice theory, topology, and random …

Complex microstructures in materials often involve multi-scale heterogeneous textures,
modeled by random sets derived from Mathematical Morphology. Our approach starts from …

This book covers methods of Mathematical Morphology to model and simulate random sets
and functions (scalar and multivariate). These models concern many physical situations in …

The purpose of this article is to understand the underlying mechanisms of the potential of
nanohybrids. Two types of fillers were dispersed in a biocompatible organic matrix, poly …

Optimal shape design of microstructured materials has recently attracted a great deal of
attention in materials science. The shape and the topology of the microstructure have a …

Geometric tortuosity is one of the foremost topological characteristics of porous media.
Despite the various definitions in the literature, to our knowledge, they are all linked to an …

Les nanocomposites comportant des sphères de noir de carbone ou des nanotubes de
carbone de découverte récente [1] permettent d'élaborer des composites présentant des …

Morphological characterization of porous media is of paramount interest, mainly due to the
connections between their physicochemical properties and their porous microstructure …

Résumé Les nanocomposites noir de carbone sont obtenus par la dispersion de charge de
noir de carbone dans une matrice. En fonction des conditions de mélange, l'arrangement …

Complex microstructures in materials often involve multi-scale heterogeneous textures,
modelled by random sets derived from Mathematical Morphology. Starting from 2D or 3D …