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Structure: Internal structure identifier : 363822
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A three level trajectory planning for autonomous transportation systems

Duc Thang Nguyen , Hadi Zaatiti , Mohamed Tlig , Jean van Frank
CONGRÈS : SIA Simulation Numérique digital, Apr 2021, En ligne, France
Conference papers hal-03202335v1
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Apprentissage automatique sur des données de type graphe utilisant le plongement de Poincaré et les algorithmes stochastiques riemanniens

Hatem Hajri , Hadi Zaatiti , Georges Hébrail , Patrice Aknin
Conférence Nationale d'Intelligence Artificielle Année 2019, Jul 2019, Toulouse, France
Conference papers hal-02473573v1

Learning graph-structured data using Poincar\'e embeddings and Riemannian K-means algorithms

Hatem Hajri , Hadi Zaatiti , Georges Hébrail
2019
Preprints, Working Papers, ... hal-02339208v1

A Practical Hands-on for Learning Graph Data Communities on Manifolds

Thomas Gerald , Hadi Zaatiti , Hatem Hajri
Geometric Structures of Statistical Physics, Information Geometry, and Learning, pp.428-459, 2021, ⟨10.1007/978-3-030-77957-3_21⟩
Book sections hal-03295547v1
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Geomstats: A Python Package for Riemannian Geometry in Machine Learning

Nina Miolane , Nicolas Guigui , Alice Le Brigant , Johan Mathe , Benjamin Hou , et al.
Journal of Machine Learning Research, 2020, 21 (223), pp.1-9
Journal articles hal-02536154v2

A hyperbolic approach for learning communities on graphs

Thomas Gerald , Hadi Zaatiti , Hatem Hajri , Nicolas Baskiotis , Olivier Schwander
Data Mining and Knowledge Discovery, 2023, ⟨10.1007/s10618-022-00902-8⟩
Journal articles hal-04022426v1
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Introduction to Geometric Learning in Python with Geomstats

Nina Miolane , Nicolas Guigui , Hadi Zaatiti , Christian Shewmake , Hatem Hajri , et al.
SciPy 2020 - 19th Python in Science Conference, Jul 2020, Austin, Texas, United States. pp.48-57, ⟨10.25080/Majora-342d178e-007⟩
Conference papers hal-02908006v1