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Georg Schildbach

5 accepted papers

2023

Navigation with polytopes and B-spline path planner

ICRA 2023poster

This paper firstly presents our optimal path planning algorithm within a 2\mathrm{D}2\mathrm{D} non-convex, polytopic region defined as a sequence of connected convex polytopes. The path is a B-spline curve but being parametrized with its equivalent Bézier representation. By doing this, the local co…

Cited by 7SourceScholar
2022

Deep Drifting: Autonomous Drifting of Arbitrary Trajectories using Deep Reinforcement Learning

ICRA 2022poster

In this paper, a Deep Neural Network is trained using Reinforcement Learning in order to drift on arbitrary trajectories which are defined by a sequence of waypoints. In a first step, a highly accurate vehicle simulation is used for the training process. Then, the obtained policy is refined and vali…

Cited by 16SourceScholar
2022

ROS2SWARM - A ROS 2 Package for Swarm Robot Behaviors

ICRA 2022poster

Developing reusable software for mobile robots is still challenging. Even more so for swarm robots, despite the desired simplicity of the robot controllers. Prototyping and experimenting are difficult due to the multi-robot setting and often require robot-robot communication. Also, the diversity of…

Cited by 16SourceScholar
2021

B-spline path planner for safe navigation of mobile robots

IROS 2021poster

We propose a 2D path planning algorithm in a non-convex workspace defined as a sequence of connected convex polytopes. The reference path is parameterized as a B-spline curve, which is guaranteed to entirely remain within the workspace by exploiting the local convexity property and by formulating li…

Cited by 24SourceScholar