S. Ouadah
Johns Hopkins University
9 Papers
3 Citations
S. Ouadah is an academic researcher from Johns Hopkins University. The author has contributed to research in topics: Imaging phantom & Image registration. The author has an hindex of 4, co-authored 6 publications.
Chat about Author
Papers
WE-AB-BRA-08: Correction of Patient Motion in C-Arm Cone-Beam CT Using 3D-2D Registration
TL;DR: The 3D-2D registration method provides a robust framework for mitigation of motion artifacts and is expected to hold for applications in the head, pelvis, and extremities with reasonably constrained operative setup.
3
Easily Computed Marginal Likelihoods from Posterior Simulation Using the THAMES Estimator
Martin Metodiev,Marie Perrot-Dockès,S. Ouadah,N. J. Irons,Adrian E. Raftery +4 more
- 15 May 2023
TL;DR: In this paper , an easily computed estimator of marginal likelihoods from posterior simulation output, via reciprocal importance sampling, was proposed, combining earlier proposals of DiCiccio et al. and Robert and Wraith (2009).
Sign-consistent estimation in a sparse Poisson model
Marina Gomtsyan,S. Ouadah,Laure Sansonnet +2 more
- 24 Mar 2023
TL;DR: In this article , an estimation method in sparse Poisson models inspired by [1] was proposed, and sign consistency results under mild conditions were obtained under the same mild conditions as in this paper.
Task-driven imaging in cone-beam computed tomography.
TL;DR: In this paper, a task-driven imaging framework was proposed to jointly optimize tube current modulation, orbital tilt, and reconstruction parameters in filtered back-projection reconstruction for interventional imaging.
Variable selection in sparse multivariate GLARMA models: Application to germination control by environment
Marina Gomtsyan,C. L'evy-Leduc,S. Ouadah,Laure Sansonnet,Christophe Bailly,Loïc Rajjou +5 more
- 31 Aug 2022
TL;DR: This work proposes a novel and eficient iterative two-stage variable selection approach for multivariate sparse GLARMA models, which can be used for modelling multivariate discrete-valued time series and is able to outperform the other methods for recovering the null and non-null coefficients.