activity
20082026
most citedsimpcomp -- A GAP toolbox for simplicial complexes

23 citations · 47 across the 10 of their papers we have counts for

collaborators

10 papers

cs.LG2026

Improved state mixing in higher-order and block diagonal linear recurrent networks

Igor Dubinin, Antonio Orvieto, Felix Effenberger

Linear recurrent networks (LRNNs) and linear state space models (SSMs) promise computational and memory efficiency on long-sequence modeling tasks, yet their diagonal state transit…

cs.LG2023

Fading memory as inductive bias in residual recurrent networks

Igor Dubinin, Felix Effenberger

Residual connections have been proposed as an architecture-based inductive bias to mitigate the problem of exploding and vanishing gradients and increased task performance in both…

cs.CV2022

A novel feature-scrambling approach reveals the capacity of convolutional neural networks to learn spatial relations

Amr Farahat, Felix Effenberger, Martin Vinck

Convolutional neural networks (CNNs) are one of the most successful computer vision systems to solve object recognition. Furthermore, CNNs have major applications in understanding…

cs.SD2022★ 1 cited

BEANS: The Benchmark of Animal Sounds

Masato Hagiwara, Benjamin Hoffman, Jen-Yu Liu +3

The use of machine learning (ML) based techniques has become increasingly popular in the field of bioacoustics over the last years. Fundamental requirements for the successful appl…

cs.IT2013

A primer on information theory, with applications to neuroscience

Felix Effenberger

Given the constant rise in quantity and quality of data obtained from neural systems on many scales ranging from molecular to systems', information-theoretic analyses became increa…

math.CO2011★ 4 cited

Simplicial blowups and discrete normal surfaces in simpcomp

Felix Effenberger, Jonathan Spreer

simpcomp is an extension to GAP, the well known system for computational discrete algebra. It allows the user to work with simplicial complexes. In the latest version, support for…

cs.GR2010

Finding and Classifying Critical Points of 2D Vector Fields: A Cell-Oriented Approach Using Group Theory

Felix Effenberger, Daniel Weiskopf

We present a novel approach to finding critical points in cell-wise barycentrically or bilinearly interpolated vector fields on surfaces. The Poincar\e index of the critical points…

math.CO2010★ 23 cited

simpcomp -- A GAP toolbox for simplicial complexes

Felix Effenberger, Jonathan Spreer

simpcomp is an extension (a so called package) to GAP, the well known system for computational discrete algebra. The package enables the user to compute numerous properties of (abs…

math.GT2009★ 3 cited

Stacked polytopes and tight triangulations of manifolds

Felix Effenberger

Tightness of a triangulated manifold is a topological condition, roughly meaning that any simplexwise linear embedding of the triangulation into euclidean space is "as convex as po…

math.GT2008★ 16 cited

Hamiltonian submanifolds of regular polytopes

Felix Effenberger, Wolfgang Kühnel

We investigate polyhedral -manifolds as subcomplexes of the boundary complex of a regular polytope. We call such a subcomplex {\it -Hamiltonian} if it contains the full -…