Monte Carlo localization

E457844

Monte Carlo localization is a probabilistic robotics algorithm that uses particle filters to estimate a robot’s pose within a known map based on noisy sensor and motion data.

All labels observed (1)

Label Occurrences
Monte Carlo localization canonical 4

How this entity was disambiguated

Statements (49)

Predicate Object
instanceOf particle filter algorithm ⓘ
probabilistic robotics method ⓘ
robot localization algorithm ⓘ
advantage can recover from localization failures ⓘ
can represent multi-modal distributions ⓘ
robust to global localization uncertainty ⓘ
appliedIn autonomous service robots ⓘ
autonomous vehicles ⓘ
indoor mobile robots ⓘ
warehouse robots ⓘ
approximates posterior distribution over poses ⓘ
assumes known map ⓘ
basedOn Markov localization ⓘ
Monte Carlo methods ⓘ
linked to: Monte Carlo method
estimates robot orientation ⓘ
robot pose ⓘ
robot position ⓘ
field mobile robotics ⓘ
probabilistic robotics ⓘ
robotics ⓘ
handles noisy motion data ⓘ
noisy sensor data ⓘ
hasStep prediction step ⓘ
resampling step ⓘ
update step ⓘ
input camera observations ⓘ
laser scanner data ⓘ
odometry measurements ⓘ
range sensor measurements ⓘ
sonar data ⓘ
output most likely pose estimate ⓘ
pose probability distribution ⓘ
relatedTo Kalman filter localization ⓘ
Simultaneous Localization and Mapping ⓘ
linked to: SLAM

grid-based Markov localization ⓘ
represents belief distribution with particles ⓘ
belief over robot pose ⓘ
requires sufficient number of particles ⓘ
tradeOff accuracy versus computational cost ⓘ
typicalMapRepresentation feature-based map ⓘ
occupancy grid map ⓘ
uses Bayesian filtering ⓘ
importance sampling ⓘ
motion model ⓘ
particle filter ⓘ
resampling ⓘ
sensor model ⓘ
variant adaptive Monte Carlo localization ⓘ
global Monte Carlo localization ⓘ

How these facts were elicited

Referenced by (4)

Full triples — surface form annotated when it differs from this entity's canonical label.

Probabilistic Robotics → topic → Monte Carlo localization ⓘ
subject linked to: book "Probabilistic Robotics"
Dieter Fox → knownFor → Monte Carlo localization ⓘ
Wolfram Burgard → knownFor → Monte Carlo localization ⓘ
Markov localization → relatedTo → Monte Carlo localization ⓘ