papers

Publications (6)

cs.CL2026

Fixation Sequences as Time Series: A Topological Approach to Dyslexia Detection

Marius Huber, David R. Reich, Lena A. Jäger

Persistent homology, a method from topological data analysis, extracts robust, multi-scale features from data. It produces stable representations of time series by applying varying…

math.AT2025

Flagifying the Dowker Complex

Marius Huber, Patrick Schnider

The Dowker complex is a simplicial complex capturing the topological interplay between two finite sets and under some relation .…

math.GT2022

Ribbon cobordisms as a partial order

Marius Huber

We show that the notion of ribbon rational homology cobordism yields a partial order on the set of aspherical -manifolds, thus supporting a conjecture formulated by Daemi, Lidma…

math.GT2020

Ribbon cobordisms between lens spaces

Marius Huber

We determine when there exists a ribbon rational homology cobordism between two connected sums of lens spaces, i.e. one without -handles. In particular, we show that if a lens s…

cs.CV2018

Cubic Range Error Model for Stereo Vision with Illuminators

Marius Huber, Timo Hinzmann, Roland Siegwart +1

Use of low-cost depth sensors, such as a stereo camera setup with illuminators, is of particular interest for numerous applications ranging from robotics and transportation to mixe…

cs.LG2025

AuToMATo: An Out-Of-The-Box Persistence-Based Clustering Algorithm

Marius Huber, Sara Kalisnik, Patrick Schnider

We present AuToMATo, a novel clustering algorithm based on persistent homology. While AuToMATo is not parameter-free per se, we provide default choices for its parameters that make…