Coloring outside the lines: Spectral bounds for generalized hypergraph colorings
Lies Beers and Raffaella Mulas
Abstract
It is known that, for an oriented hypergraph with (vertex) coloring number $\chi$ and
Hypergraphs and simplicial complexes in focus: A roadmap for future research in higher-order interactions
Aida Abiad, Alex Arenas, Agnes Backhausz, Jozsef Balogh, Christopher R. S. Banerji, Sergio Barbarossa, Ginestra Bianconi, Christian Bick, Magnus Bakke
Uniform density in matroids, matrices and graphs
Karel Devriendt and Raffaella Mulas
Abstract
We give new characterizations for the class of uniformly dense matroids and study applications
Cobordism of nested manifolds
By Alba Sendón Blanco
Imagine that you have a nested manifold: a small manifold inside a big manifold. You know
A network based circuit model approach to understand thermal transport mechanisms
Zeolitic imidazolate frameworks (ZIFs), a subclass of metal-organic frameworks (MOFs), exhibit tunable thermal conductivity, which is crucial for applications such
The persistent Laplacian of non-branching complexes
This recently published paper by CTA2 members Magnus Bakke Botnan and Rui Dong studies persistent Laplacians, an extension of Laplacian
Non-linear proper Fredholm maps and the stable homotopy groups of spheres
Lauran Toussaint and Thomas Rot
We classify non-linear proper Fredholm maps between Hilbert spaces, up to proper homotopy, in terms
Fair and Tolerant (FAT) Graph Colorings
Lies Beers and Raffaella Mulas
Abstract
We introduce and study Fair and Tolerant colorings (FAT colorings), where each vertex tolerates
A geometric computation of cohomotopy groups in codegree one
Michael Jung and Thomas O Rot
Using geometric arguments, we compute the group of homotopy classes of maps from a
"Building blocks of functional connectivity measures for aperiodic electrophysiological brain signals" has been published
Rikkert Hindriks, Thomas O. Rot, Michel J.A.M. van Putten, Prejaas Tewarie
This paper has been published in NeuroImage:
