An optimal control problem to find the fastest collision-free trajectory of a robot surrounded by obstacles is presented. The collision avoidance is based on linear programming arguments and expressed as state constraints. The optimal control problem is solved with a sequential programming method. In order to decrease the number of unknowns and constraints a backface culling active set strategy is added to the resolution technique
Optimization of high-level autonomous tasks requires solving the optimal motion planning problem for...
Control barrier functions (CBFs) are one of the many used approaches for achieving safety in robot a...
Abstract In this paper a case study of a new, cooperative, collision-avoidance method for multiple, ...
Part 2: Control of Distributed Parameter SystemsInternational audienceAn optimal control problem to ...
An optimal control formulation of the problem of collision avoidance of mobile robots in environment...
Collision-free optimal motion and trajectory planning for robotic manipulators are solved by a metho...
In this thesis we develop a general algorithm for optimizing robot motion in the presence of obstacl...
A new approach to find the fastest trajectory of a robot avoiding obstacles, is presented. This opti...
This dissertation focuses on the problem of motion planning for autonomous agents that are required ...
A new approach to find the fastest trajectory of a robot avoiding obstacles, is presented. This opti...
In this paper an algorithm for the optimum collision-free path planning of a spatial robot, using mu...
This thesis addresses the problem of robot synchronization with obstacle avoidance. While these two ...
Accepted in 2013 IEEE International Conference on Robotics and AutomationInternational audienceThis ...
Abstract—We present a novel approach for incorporating collision avoidance into trajectory optimizat...
Time-optimal path following considers the problem of moving along a predetermined geometric path in ...
Optimization of high-level autonomous tasks requires solving the optimal motion planning problem for...
Control barrier functions (CBFs) are one of the many used approaches for achieving safety in robot a...
Abstract In this paper a case study of a new, cooperative, collision-avoidance method for multiple, ...
Part 2: Control of Distributed Parameter SystemsInternational audienceAn optimal control problem to ...
An optimal control formulation of the problem of collision avoidance of mobile robots in environment...
Collision-free optimal motion and trajectory planning for robotic manipulators are solved by a metho...
In this thesis we develop a general algorithm for optimizing robot motion in the presence of obstacl...
A new approach to find the fastest trajectory of a robot avoiding obstacles, is presented. This opti...
This dissertation focuses on the problem of motion planning for autonomous agents that are required ...
A new approach to find the fastest trajectory of a robot avoiding obstacles, is presented. This opti...
In this paper an algorithm for the optimum collision-free path planning of a spatial robot, using mu...
This thesis addresses the problem of robot synchronization with obstacle avoidance. While these two ...
Accepted in 2013 IEEE International Conference on Robotics and AutomationInternational audienceThis ...
Abstract—We present a novel approach for incorporating collision avoidance into trajectory optimizat...
Time-optimal path following considers the problem of moving along a predetermined geometric path in ...
Optimization of high-level autonomous tasks requires solving the optimal motion planning problem for...
Control barrier functions (CBFs) are one of the many used approaches for achieving safety in robot a...
Abstract In this paper a case study of a new, cooperative, collision-avoidance method for multiple, ...