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Goodness of Fit : Analysis of Residuals
The goodness-of-fit problem is addressed and two among the more efficient tests presently available are revisited and discussed: the autocorrelation method and the... -
Estimation locale des paramètres d'anisotropie en milieux transversalement is...
This study is motivated by the lack of measurements of effective transverse isotropy (TI) at the seismic scale. Then, the purpose is to determine the TI parameters at... -
A Note on k-support Norm Regularized Risk Minimization
The k-support norm has been recently introduced to perform correlated sparsity regularization. Although Argyriou et al. only reported experiments using squared loss,... -
A least-squares formulation for the approximation of null controls for the St...
This note deals with the approximation of distributed null controls for the Stokes equation. The existence of $L^2$ controls have been obtained in \textit{[Fursikov... -
Mass measurements and evaluation around A = 22
Frequency ratio measurements with different combinations of the singly charged ions from 21, 22, 23Na , 22, 24Mg , and 37, 39K were performed at the on-line Penning... -
A novel effective compressed sensing based sparse channel estimation in OFDM ...
International audience -
Evolution of HIV: methods, models and algorithms
Nucleotide sequences data enable the inference of phylogenetic trees, or phylogenies, describing their evolutionary relationships during evolution. Combining these... -
On the high-order reconstruction for Meshfree Particle Methods in Numerical F...
In this work, we extend SPH-ALE schemes to high-order -
Efficient time domain threshold for sparse channel estimation in OFDM system
International audience -
A sufficient condition for parameter identifiability in robotic calibration
International audience -
A Sufficient Condition for Parameter Identifiability in Robotic Calibration
International audience -
On solving some inverse problems in physical geodesy
This work focuses on the study of two well-known problems in physical geodesy. The first problem concerns the determination of the geoid on a given area on the earth....
