activity
20162024
most citedA Machine-Learning Phase Classification Scheme for Anomaly Detection in Signals with Periodic Characteristics

13 citations · 32 across the 6 of their papers we have counts for

collaborators

6 papers

cs.NI2024

From Channel Measurement to Training Data for PHY Layer AI Applications

Michael Zentarra, Julian Ahrens, Lia Ahrens

Learning-based techniques such as artificial intelligence (AI) and machine learning (ML) play an increasingly important role in the development of future communication networks. Th…

eess.SP2022

Signal Restoration and Channel Estimation for Channel Sounding with SDRs

Julian Ahrens, Lia Ahrens, Michael Zentarra +1

In this paper, the task of channel sounding using software defined radios (SDRs) is considered. In contrast to classical channel sounding equipment, SDRs are general purpose device…

eess.SP2019

A Machine Learning Method for Prediction of Multipath Channels

Julian Ahrens, Lia Ahrens, Hans D. Schotten

In this paper, a machine learning method for predicting the evolution of a mobile communication channel based on a specific type of convolutional neural network is developed and ev…

eess.SP2018★ 13 cited

A Machine-Learning Phase Classification Scheme for Anomaly Detection in Signals with Periodic Characteristics

Lia Ahrens, Julian Ahrens, Hans D. Schotten

In this paper we propose a novel machine-learning method for anomaly detection applicable to data with periodic characteristics where randomly varying period lengths are explicitly…

cs.NI2018★ 6 cited

An AI-driven Malfunction Detection Concept for NFV Instances in 5G

Julian Ahrens, Mathias Strufe, Lia Ahrens +1

Efficient network management is one of the key challenges of the constantly growing and increasingly complex wide area networks (WAN). The paradigm shift towards virtualized (NFV)…

math.AP2016★ 13 cited

Quaternionic spherical harmonics and a sharp multiplier theorem on quaternionic spheres

Julian Ahrens, Michael G. Cowling, Alessio Martini +1

A sharp spectral multiplier theorem of Mihlin--Hörmander type is proved for a distinguished sub-Laplacian on quaternionic spheres. This is the first such result on compact su…