activity
20202026
collaborators

7 papers

cs.CV2026

Autonomous Unmanned Aircraft Systems for Enhanced Search and Rescue of Drowning Swimmers: Image-Based Localization and Mission Simulation

Sascha Emanuel Zell, Toni Schneidereit, Armin Fügenschuh +1

Drowning is an omnipresent risk associated with any activity on or in the water, and rescuing a drowning person is particularly challenging because of the time pressure, making a s…

cs.LG2025

Strategies for training point distributions in physics-informed neural networks

Santosh Humagain, Toni Schneidereit

Physics-informed neural networks approach the approximation of differential equations by directly incorporating their structure and given conditions in a loss function. This enable…

cs.CV2025

Object detection characteristics in a learning factory environment using YOLOv8

Toni Schneidereit, Stefan Gohrenz, Michael Breuß

AI-based object detection, and efforts to explain and investigate their characteristics, is a topic of high interest. The impact of, e.g., complex background structures with simila…

cs.CV2023

YOLO-based Object Detection in Industry 4.0 Fischertechnik Model Environment

Slavomira Schneidereit, Ashkan Mansouri Yarahmadi, Toni Schneidereit +2

In this paper we extensively explore the suitability of YOLO architectures to monitor the process flow across a Fischertechnik industry 4.0 application. Specifically, different YOL…

cs.NE2021

Adaptive neural domain refinement for solving time-dependent differential equations

Toni Schneidereit, Michael Breuß

A classic approach for solving differential equations with neural networks builds upon neural forms, which employ the differential equation with a discretisation of the solution do…

cs.NE2021

Collocation Polynomial Neural Forms and Domain Fragmentation for solving Initial Value Problems

Toni Schneidereit, Michael Breuß

Several neural network approaches for solving differential equations employ trial solutions with a feedforward neural network. There are different means to incorporate the trial so…

cs.NE2020

Computational characteristics of feedforward neural networks for solving a stiff differential equation

Toni Schneidereit, Michael Breuß

Feedforward neural networks offer a promising approach for solving differential equations. However, the reliability and accuracy of the approximation still represent delicate issue…