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cs.CG2026
Lunar Generalizations of the Euclidean Minimum Spanning Tree in the Plane and their Expected Costs
Ondřej Draganov, Herbert Edelsbrunner, Sophie Rosenmeier +1
Motivated by the recent introduction of chromatic persistent homology, we generalize the Euclidean minimum spanning tree (EMST) for points in to the lunar EMST f…
cs.CG2026
How Close is a Tree to a Euclidean Minimum Spanning Tree?
Todor Antić, Jiří Fiala, Jelena Glišić +8
Let be a straight-line crossing-free drawing of a tree . A \emph{bad pair} in is a pair of non-adjacent vertices of whose Euclidean distance in is smaller than t…
cs.CG2026
How many times can two minimum spanning trees cross?
Todor Antić, Morteza Saghafian, Maria Saumell +3
Let be a generic set of points in the plane, and let be a coloring of in two colors. We are interested in the number of crossings between the minimum spanni…