DocumentCode
2531692
Title
Use of eigenspace techniques for position estimation
Author
Pourraz, F. ; Crowley, J.L.
Author_Institution
PRIMA, Inst. Nat. de Recherche en Inf. et Autom.-Rhone-Alps, Montbonnot St. Martin, France
fYear
1998
fDate
29 Jun-1 Jul 1998
Firstpage
267
Lastpage
271
Abstract
Presents a method for solving the problem of mobile robot localisation in an indoor environment. It is based on an approach in which the scene is “learned” by taking images from a large number of positions (x, y) and orientations (θ) along a 2D grid. The positioning problem is then reduced to a problem of associating an unknown input image with a “learned” image. A brute force solution requires too many image correlations, and would be computationaly too expensive to provide a system running in real-time. To overcome this problem, the image set is compressed using principal components analysis, converting the search problem into an addressing problem. The aim is to obtain a low dimensional subspace, in which the visual workspace is represented as a continuous appearance manifold. This method allows a process to determine the current robot pose by projecting an unknown input image into the eigenspace, and comparing its exact position to the appearance manifold
Keywords
data compression; eigenvalues and eigenfunctions; image coding; mobile robots; path planning; position control; principal component analysis; search problems; addressing problem; continuous appearance manifold; eigenspace techniques; image set; indoor environment; low dimensional subspace; mobile robot localisation; position estimation; positioning problem; principal components analysis; visual workspace; Cameras; Grid computing; Image analysis; Image coding; Layout; Mobile robots; Robot sensing systems; Robot vision systems; Sensor phenomena and characterization; Shape;
fLanguage
English
Publisher
ieee
Conference_Titel
Advanced Motion Control, 1998. AMC '98-Coimbra., 1998 5th International Workshop on
Conference_Location
Coimbra
Print_ISBN
0-7803-4484-7
Type
conf
DOI
10.1109/AMC.1998.743547
Filename
743547
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