Structure fédérative

Centre Inria de Paris

Sciences et technologies de l'information et de la communication. Les publications HAL repérées abordent notamment FOS Physical sciences, Quantum Physics quant-ph, LLM.

Domaines et travaux documentés

Consulter le site de la structure →

Domaines scientifiques déclarés au RNSR

Sciences et technologies de l'information et de la communication

Mots-clés des publications HAL repérées

FOS Physical sciencesQuantum Physics quant-phLLMStochastic geometryDeep learningMachine translationOptimizationBrain-computer interfaceElectroencephalographyNeuroimagingRoboticsReinforcement Learning

Publications HAL récentes repérées

  • The geometry of online conversations and the causal antecedents of conflictual discourse · 2026

    Résumé de la publication : This article investigates the causal antecedents of conflictual language and the geometry of interaction in online threaded conversations related to climate change. We employ three annotation dimensions, inferred through LLM prompting and averaging, to capture complementary aspects of discursive conflict (such as…

  • Local and Global Uniform Convexity Conditions · 2026

    Résumé de la publication : We review various characterizations of uniform convexity and smoothness on norm balls in finite-dimensional spaces and connect results stemming from the geometry of Banach spaces with \textit{scaling inequalities} used in analysing the convergence of optimization methods. In particular, we establish local versions…

  • Post‐Monsoon Pollution Events in the Indo‐Gangetic Plain Using 18 Years [2007–2024] of IASI Carbon Monoxide Satellite Measurements · 2026

    Résumé de la publication : In recent years, the Indo-Gangetic Plain (IGP) has experienced recurring intense air pollution episodes during the post-monsoon season (October-November), posing significant health risks to millions of inhabitants. These pollution events coincide with agricultural waste burning, emitting large quantities of carbon monoxide (CO)…

  • Regularization of a stationary point process by a stationary increments perturbation · 2026

    Résumé de la publication : We present a novel procedure where a stationary point process is regularized through the convolution with a continuous random field with stationary increments, in the sense that the dependency between distant points is weakened; and the potential peaks in the spectrum (or…

  • On A Class Of Dynamical Poisson-Voronoi Tessellations · 2026

    Résumé de la publication : Consider a dynamical network model featuring mobile stations on the Euclidean plane. The initial locations of the stations are given by a homogeneous Poisson point process. The stations are all moving at a constant speed and in a random direction. Consider fixed…

Projets européens

  • DYNASTY — Dynamics-Aware Theory of Deep Learning

    Horizon Europe · Appel 2021 · Structure associée au projet

    The recent advances in deep learning (DL) have transformed many scientific domains and have had major impacts on industry and society. Despite their success, DL methods do not obey most of the wisdoms of statistical learning theory, and the vast majority of the current DL techniques mainly stand as poorly understood black-box algorithms. Even though…

  • ReSCALE — Reinventing Symmetric Cryptography for Arithmetization over Large fiElds

    Horizon Europe · Appel 2021 · Structure associée au projet

    Symmetric cryptography is finding new uses because of the emergence of novel and more complex (e.g. distributed) computing environments. These are based on sophisticated zero-knowledge and Multi-Party Computation (MPC) protocols, and they aim to provide strong security guarantees of types that were unthinkable before. In particular, they make it theoretically possible to prove that a…

  • DANCINGFOOL — High-impedance Superconducting Circuits Enabling Fault-tolerant Quantum Computing by Wideband Microwave Control

    Horizon Europe · Appel 2021 · Structure associée au projet

    A physical system implementing a quantum bit (qubit) is never perfectly isolated from an uncontrolled environment. The system dynamics is thus noisy, modifying randomly the qubit state. This phenomenon of decoherence is the main roadblock to build a stable quantum computing platform. In order to mitigate decoherence, quantum error correction employs only a few code…

Implantations

  • 48 rue Barrault ,CS 61534, 75647, Paris, France

Éléments rattachés

Rattaché à

Explorer les liens

Parcourez les rattachements, les regroupements et les projets. Choisissez une entité pour explorer ses liens.

Centre Inria de Paris
  • Coordonne le projetAdaptivité robuste pour des équations aux dérivées partielles non linéairesProjet ANRConsulter →
  • Participe au projetAlgorithmes pour l'optimisation à grande échelle de problèmes de propagation d'ondesProjet ANRConsulter →
  • Structure rattachéeAlgorithmes, modèles et méthodes pour les images et les signaux du cerveau humain sain et pathologiqueLaboratoireConsulter →
  • Structure rattachéeAlgorithms and parallel tools for integrated numerical simulationsLaboratoireConsulter →
  • Structure rattachéeAlgorythmes pour systèmes distribuésLaboratoireConsulter →
  • Coordonne le projetAn agent-based spatial temporal stochastic framework for modeling of epidemic spread and interventionsProjet ANRConsulter →

Une participation commune à un projet ne prouve pas une collaboration directe entre ses participants. Un rattachement repéré dans une publication ne confirme pas à lui seul une affectation actuelle.

Sources et actualisation

Site de la structure · RNSR · HAL

Fiche mise à jour
06/10/2026

Les informations présentées proviennent de données librement accessibles et de sources publiques. Elles peuvent être incomplètes ou avoir évolué ; consultez les sources indiquées pour les confirmer.

Proposer une correction

Connectez-vous pour envoyer une proposition privée à l’administration.

Se connecter

Une erreur ou une précision à apporter ?

Votre commentaire suivra les règles habituelles de modération du site.

Ajouter un commentaire

Copyright 2026 - Les Cahiers de l'Innovation

Les Cahiers de l’innovation

Que souhaitez-vous explorer ?

Explorez les articles et les ressources des Cahiers.