3 papers
cs.DM2026
A Complexity Dichotomy for Generalized Rainbow Matchings Based on Color Classes
Felix Hommelsheim, Pia Jehmlich, Moritz Mühlenthaler
Given an edge-colored graph, the Maximum Rainbow Matching problem asks for a maximum-cardinality matching of the graph that contains at most one edge from each color. We provide th…
cs.DM2024
Reconfiguring homomorphisms to reflexive graphs via a simple reduction
Moritz Mühlenthaler, Mark H. Siggers, Thomas Suzan
Given a graph and two graph homomorphisms and from to a fixed graph , the problem -Recoloring asks whether there is a transformation from to that…
cs.DS2024
A simple quadratic kernel for Token Jumping on surfaces
Daniel W. Cranston, Moritz Mühlenthaler, Benjamin Peyrille
The problem \textsc{Token Jumping} asks whether, given a graph and two independent sets of \emph{tokens} and of , we can transform into by changing the posit…