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