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20112023
most citedAlgorithmic Programming Language Identification

10 citations · 25 across the 10 of their papers we have counts for

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Showing 2023Show all

7 papers · 1 filter

cs.CC2023

A Topological Version of Schaefer's Dichotomy Theorem

Patrick Schnider, Simon Weber

Schaefer's dichotomy theorem [Schaefer, STOC'78] states that a boolean constraint satisfaction problem (CSP) is polynomial-time solvable if one of six given conditions holds for ev…

math.CO2023

An FPT Algorithm for Splitting a Necklace Among Two Thieves

Michaela Borzechowski, Patrick Schnider, Simon Weber

It is well-known that the 2-Thief-Necklace-Splitting problem reduces to the discrete Ham Sandwich problem. In fact, this reduction was crucial in the proof of the PPA-completeness…

math.CO2023

On Connectivity in Random Graph Models with Limited Dependencies

Johannes Lengler, Anders Martinsson, Kalina Petrova +4

For any positive edge density , a random graph in the Erdős-Renyi model is connected with non-zero probability, since all edges are mutually independent. We consider r…

cs.CG2023

On the Complexity of Recognizing Nerves of Convex Sets

Patrick Schnider, Simon Weber

We study the problem of recognizing whether a given abstract simplicial complex is the -skeleton of the nerve of -dimensional convex sets in . We denote thi…

cs.CG2023

Reducing Nearest Neighbor Training Sets Optimally and Exactly

Josiah Rohrer, Simon Weber

In nearest-neighbor classification, a training set of points in with given classification is used to classify every point in : Every point gets the…

math.CO2023★ 3 cited

On Degeneracy in the P-Matroid Oriented Matroid Complementarity Problem

Michaela Borzechowski, Simon Weber

Klaus showed that the Oriented Matroid Complementarity Problem (OMCP) can be solved by a reduction to the problem of sink-finding in a unique sink orientation (USO) if the input is…

cs.CG2023★ 1 cited

The Complexity of Recognizing Geometric Hypergraphs

Daniel Bertschinger, Nicolas El Maalouly, Linda Kleist +2

As set systems, hypergraphs are omnipresent and have various representations ranging from Euler and Venn diagrams to contact representations. In a geometric representation of a hyp…