Alexis Guyot
Orcid: 0000-0001-5896-7693
According to our database1,
Alexis Guyot
authored at least 14 papers
between 2013 and 2025.
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Bibliography
2025
Proceedings of the 36es Journées francophones d'Ingénierie des Connaissances, 2025
2024
Un cadre robuste pour la prévention d'erreurs dans les workflows d'analyse des data lakes. (A robust framework for error prevention in data lake analytical workflows).
PhD thesis, 2024
Prévenir les erreurs techniques des analyses dans les data lakes avec la théorie des types.
Proceedings of the Actes du 42ème Congrès INFORSID, Nancy, France, May 28-31, 2024., 2024
2023
Evaluer la polarisation des réseaux sociaux numériques par l'étude des frontières de communautés - Approche ERIS.
Proceedings of the Actes du XLI Congrès INFORSID, La Rochelle, France, May 30, 2023
Proceedings of the Big Data Analytics and Knowledge Discovery, 2023
2022
ERIS: An Approach Based on Community Boundaries to Assess Polarization in Online Social Networks.
Proceedings of the Research Challenges in Information Science, 2022
Proceedings of the IDEAS'22: International Database Engineered Applications Symposium, Budapest, Hungary, August 22, 2022
2021
A Diffeomorphic Vector Field Approach to Analyze the Thickness of the Hippocampus From 7 T MRI.
IEEE Trans. Biomed. Eng., 2021
Clinica: An Open-Source Software Platform for Reproducible Clinical Neuroscience Studies.
Frontiers Neuroinformatics, 2021
Frontières des communautés polarisées : application à l'étude des théories complotistes autour des vaccins.
Proceedings of the Actes du XXXIXème Congrès INFORSID, Dijon, France, June 1-4, 2021., 2021
2020
Ann. Oper. Res., 2020
2016
A novel multi-attribute benchmarking approach for assessing the financial performance of local governments: Empirical evidence from France.
Eur. J. Oper. Res., 2016
2015
Remapping of digital subtraction angiography on a standard fluoroscopy system using 2D-3D registration.
Proceedings of the Medical Imaging 2015: Image Processing, 2015
2013
Non-Rigid 2D-3D Registration Using Anisotropic Error Ellipsoids to Account for Projection Uncertainties during Aortic Surgery.
Proceedings of the Medical Image Computing and Computer-Assisted Intervention - MICCAI 2013, 2013