index - LARIS - Systèmes Dynamiques et Optimisation Accéder directement au contenu

Bienvenue sur la collection HAL de l'équipe SDO du LARIS

Direction | Sébastien LAHAYE

Référent·e HAL | Marie-Françoise GÉRARD

Fichiers

101

Références

134

Proportion d'Open Access

51 %

Mots-Clés

Sliding Horizon Min-plus algebra LMI Synchronization Control Integer linear programming Petri nets Diagnosis Algebraic form min Expérimentation P-time Petri Nets Stochastic Filtering +-Algebra Timed Petri nets Observer + Discontinuous Galerkin method IoT Algorithms Healthcare Problème inverse MQTT Max-plus systems Fault diagnosis Interval arithmetic Algèbre max Line extraction Optimization Operations research Analyse par intervalles Biped robot SLAM Apprentis-sage automatique ALNS Tropical algebra Algebraical approach Raspberry Pi Dioids Analytical redundancy relationships Timed event graphs LiDAR Measurements Inverse problem Cumulative resource Linear actuator Discrete event systems Discrete-event systems Analytical Redundancy Relations Online parameters estimation Discrete-event systems DESs Max Linear programming Branch-and-check Parametric identification Energetic reasoning Receding horizon + automata Procédé thermique Inverse problems Cycle time Algebra Tropical Backdrivability Crop Navigation Partial differential equations Algebraic description Iterated local search + algebra Just-in-time control Computer vision Weighted timed event graphs WTEGs Scheduling Large scale Instances Idempotent semirings Affec-tation dynamique de position Conjugate gradient method Affectation de position de stockage Modeling Estimation Arduino Dioid Interval Analysis Timed Event Graphs Adjustment Mobile robots Partially Observable Identification paramétrique Diagnostic Team Orienteering Optimal control Nonlinear PDE 49Kxx Robotique mobile Algebra Kalman filter Interval analysis Max-plus algebra Continuous programming Méthode du gradient conjugué State estimation Observers Partially observed Petri net

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