Abstract—Motion planning, which is the problem of comput-ing feasible paths in an environment for a movable object, has applications in many domains ranging from robotics, to intelli-gent CAD, to protein folding. The best methods for solving this PSPACE-hard problem are so-called sampling-based planners. Recent work introduced uniform spatial subdivision techniques for parallelizing sampling-based motion planning algorithms that scaled well. However, such methods are prone to load imbalance, as planning time depends on region characteristics and, for most problems, the heterogeneity of the subproblems increases as the number of processors increases. In this work, we introduce two techniques to address load imbalance in the parallelization o...
The task of bin picking is to automatically unload objects from a container using a robotic manipula...
Despite the increasing interest on parallel mechanisms during the last years, few researchers have a...
Motion planning is a fundamental problem with applications in a wide variety of areas including robo...
Abstract—This paper describes a scalable method for paral-lelizing sampling-based motion planning al...
This work presents a scalable framework for parallelizing sampling based motion planning algorithms....
sampling-based motion planning methods, has been very suc-cessful in solving motion planning problem...
Abstract — High-dimensional problems arising from com-plex robotic systems test the limits of curren...
Automatically planning the motion of rigid bodies moving in 3D by translation and rotation in the pr...
algorithm for motion planning. The EET planner deliberately trades probabilistic completeness for co...
Abstract — In this paper, we evaluate and compare the quality and structure of roadmaps constructed ...
The common theme of this dissertation is sampling-based motion planning with the two key contributio...
In this paper, we discuss the field of sampling-based motion planning. In contrast to methods that c...
In this paper, we discuss the field of sampling-based motion planning. In contrast to methods that c...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Aeronautics and Astronautics, 2...
Motion planning is the problem of finding a valid path for a robot from a start position to a goal p...
The task of bin picking is to automatically unload objects from a container using a robotic manipula...
Despite the increasing interest on parallel mechanisms during the last years, few researchers have a...
Motion planning is a fundamental problem with applications in a wide variety of areas including robo...
Abstract—This paper describes a scalable method for paral-lelizing sampling-based motion planning al...
This work presents a scalable framework for parallelizing sampling based motion planning algorithms....
sampling-based motion planning methods, has been very suc-cessful in solving motion planning problem...
Abstract — High-dimensional problems arising from com-plex robotic systems test the limits of curren...
Automatically planning the motion of rigid bodies moving in 3D by translation and rotation in the pr...
algorithm for motion planning. The EET planner deliberately trades probabilistic completeness for co...
Abstract — In this paper, we evaluate and compare the quality and structure of roadmaps constructed ...
The common theme of this dissertation is sampling-based motion planning with the two key contributio...
In this paper, we discuss the field of sampling-based motion planning. In contrast to methods that c...
In this paper, we discuss the field of sampling-based motion planning. In contrast to methods that c...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Aeronautics and Astronautics, 2...
Motion planning is the problem of finding a valid path for a robot from a start position to a goal p...
The task of bin picking is to automatically unload objects from a container using a robotic manipula...
Despite the increasing interest on parallel mechanisms during the last years, few researchers have a...
Motion planning is a fundamental problem with applications in a wide variety of areas including robo...