Presentazione
Vesicles in shear flow |
||
Preservation of equilibrium states and their stability in the numerical integration of two delays nonlinear Volterra integral equations |
||
The effect of corridor size on cyclic metapopulation dynamics in spatially explicit/implicit models |
||
Nonlinear stability of Direct Quadrature methods for Volterra integral equations |
||
Lower tropospheric ozone retrievals from infrared satellite observations using a self-adapting regularization method |
Lower tropospheric ozone (O3) retrievals from nadir sounders is challenging due to the lack of vertical sensitivity of the measurements and towards the lowest layers. If improvements have been made during the last decade, it is still important to explore possibilities to improve the retrieval… | |
Image resizing by Lagrange and de la Vallée Poussin type interpolation |
The aim of this talk is to show how classical approximation tools such as Lagrange interpolation and more generally de la Vallée Poussin type interpolation, both of them based on Chebyshev zeros of first kind, can be fruitfully applied for resizing an arbitrary digital image. By means of such… | |
NeuroPycon: A Python-based package for advanced MEG, EEG and fMRI connectivity analyses |
NeuroPycon is an open-source multi-modal brain data analysis kit which provides Python-based pipelines for advanced multi-thread processing of fMRI, MEG and EEG data, with a focus on connectivity and graph analyses [1]. NeuroPycon is based on NiPype framework [2] which facilitates data analyses by… | |
Dynamic programming: an idempotent approach |
||
Quasiharmonic Fields and Beltrami Operators |
A quasiharmonic field is a pair $\Cal{F} = [B,E]$ of vector fields verifying $div B=0$, $curl E=0$, and coupled by a distorsion inequality. For a given $\Cal {F}$, we construct a matrix field $\Cal{A}=\Cal{A}[B,E]$ such that $\Cal{A} E=B$. This remark in particular shows that the theory of… | |
A lattice Boltzmann model with random dynamical constraints |
