Page 260 - Innovations in Intelligent Machines
P. 260

Toward Robot Perception through Omnidirectional Vision  253




















                           Fig. 12. Three methods of topological localisation, (top, from left to right): local-
                           isation based on PCA, Chamfer distance and Hausdorff distance. The clear valleys
                           show that there is enough information to distinguish the robot locations. (Bottom)
                           localisation as found by each of the methods i.e. ordinates corresponding to mini-
                           mum values found at each time instant on the 3D plots












                           Fig. 13. Topological localisation experiments using the three methods over two
                           sequences acquired under different lighting conditions. From left to right: localisation
                           based on PCA, Distance transform and Hausdorff distance


                              As expected, the edges based methods are more suited to dealing with
                           very different illuminations. In our navigation experiments we use mainly the
                           PCA over brightness values, as most of our scenario is not subject to large
                           illumination changes, and using brightness values is more informative than
                           using only edges. For the parts of the scene where illumination can change
                           significantly we use the Hausdorff based method. The reason of its choice
                           when compared to the Distance transform, is that it is faster for the first
                           localisation at dropped-in-scene situations.

                           Integrated Navigation Experiments

                           The concluding experiment integrates global and local navigational tasks, by
                           combining the Topological Navigation and Visual Path Following paradigms.
   255   256   257   258   259   260   261   262   263   264   265