activity
20122026
most citedA note on a problem in communication complexity

2 citations · 2 across the 4 of their papers we have counts for

collaborators

6 papers

math.NT2026

Finite-radius Jensen and relative-entropy formulations of the Balazard--Saias--Yor criterion

Henning Wunderlich

We give two explicit reformulations of a Balazard--Saias--Yor type criterion for the Riemann hypothesis. First, Jensen's formula is applied to after mapping the un…

math.CO2026

A forbidden-induced-subgraph characterization of beautiful graphs

Henning Wunderlich

A graph is beautiful if each of its induced subgraphs is the intersection graph of all maximal nonempty 1-rectangles of a binary matrix, with adjacency defined by a common cell. Be…

math.GM2023

A geometric view on planar graphs and its application to coloring

Henning Wunderlich

While planar graphs are flat from a topological viewpoint, we observe that they are not from a geometric one. We prove that every planar graph can be embedded into a surface consis…

math.FA2020

Characterization of Fréchet Spaces and Application to Hausdorff MNC

Henning Wunderlich

In this short note, we give a characterization of Fréchet spaces via properties of their metric. This allows us to prove that the Hausdorff measure of noncompactness (MNC), defined…

math.FA2019

On a characterization of spaces satisfying open mapping and equivalent theorems

Henning Wunderlich

For classes of topological vector spaces, we analyze under which conditions open-mapping, continuous-inverse, and closed-graph properties are equivalent. Here, closure under quotie…

cs.CC2012★ 2 cited

A note on a problem in communication complexity

Henning Wunderlich

In this note, we prove a version of Tarui's Theorem in communication complexity, namely . Consequently, every measure for leads to a me…