Part 2: Control of Distributed Parameter SystemsInternational audienceAn optimal control problem to find the fastest collision-free trajectory of a robot is presented. The dynamics of the robot is governed by ordinary differential equations. The collision avoidance criterion is a consequence of Farkas’s lemma and is included in the model as state constraints. Finally an active set strategy based on backface culling is added to the sequential quadratic programming which solves the optimal control problem
Accepted in 2013 IEEE International Conference on Robotics and AutomationInternational audienceThis ...
Self-driving vehicles is a highly anticipated technology for increasing the safety and efficiency of...
This paper provides a new approach to the dynamic motion planning problems of mobile robots in uncer...
An optimal control problem to find the fastest collision-free trajectory of a robot surrounded by ob...
Within the last decades, autonomous multirobot systems have been received an increasing interest due...
An optimal control formulation of the problem of collision avoidance of mobile robots in environment...
Abstract — In this paper, we consider the optimal motion planning problem for an autonomous race car...
Optimization of high-level autonomous tasks requires solving the optimal motion planning problem for...
This paper considers the problem of collision avoidance for road vehicles, operating at the limits o...
A new approach to find the fastest trajectory of a robot avoiding obstacles, is presented. This opti...
Abstract—We present a novel approach for incorporating collision avoidance into trajectory optimizat...
In a production plant for complex assembled products there could be up to several hundred of robots ...
This paper describes the motion planning problems of mobile robots in uncertain dynamic environments...
In this paper, the problem of determining an optimal collision-free path is studied for a mobile rob...
This dissertation focuses on the problem of motion planning for autonomous agents that are required ...
Accepted in 2013 IEEE International Conference on Robotics and AutomationInternational audienceThis ...
Self-driving vehicles is a highly anticipated technology for increasing the safety and efficiency of...
This paper provides a new approach to the dynamic motion planning problems of mobile robots in uncer...
An optimal control problem to find the fastest collision-free trajectory of a robot surrounded by ob...
Within the last decades, autonomous multirobot systems have been received an increasing interest due...
An optimal control formulation of the problem of collision avoidance of mobile robots in environment...
Abstract — In this paper, we consider the optimal motion planning problem for an autonomous race car...
Optimization of high-level autonomous tasks requires solving the optimal motion planning problem for...
This paper considers the problem of collision avoidance for road vehicles, operating at the limits o...
A new approach to find the fastest trajectory of a robot avoiding obstacles, is presented. This opti...
Abstract—We present a novel approach for incorporating collision avoidance into trajectory optimizat...
In a production plant for complex assembled products there could be up to several hundred of robots ...
This paper describes the motion planning problems of mobile robots in uncertain dynamic environments...
In this paper, the problem of determining an optimal collision-free path is studied for a mobile rob...
This dissertation focuses on the problem of motion planning for autonomous agents that are required ...
Accepted in 2013 IEEE International Conference on Robotics and AutomationInternational audienceThis ...
Self-driving vehicles is a highly anticipated technology for increasing the safety and efficiency of...
This paper provides a new approach to the dynamic motion planning problems of mobile robots in uncer...