activity
19942023
most citedTree-based unrooted phylogenetic networks

31 citations · 96 across the 55 of their papers we have counts for

collaborators

62 papers

q-bio.PE2023

Is this network proper forest-based?

Katharina T. Huber, Leo van Iersel, Vincent Moulton +1

In evolutionary biology, networks are becoming increasingly used to represent evolutionary histories for species that have undergone non-treelike or reticulate evolution. Such netw…

math.CO2023

Shared ancestry graphs and symbolic arboreal maps

Katharina T. Huber, Vincent Moulton, Guillaume E. Scholz

A network on a finite set , , is a connected directed acyclic graph with leaf set in which every root in has outdegree at least 2 and no vertex in has…

math.CO2022

Cherry picking in forests: A new characterization for the unrooted hybrid number of two phylogenetic trees

Katharina T. Huber, Simone Linz, Vincent Moulton

Phylogenetic networks are a special type of graph which generalize phylogenetic trees and that are used to model non-treelike evolutionary processes such as recombination and hybri…

math.CO2022

Injective split systems

M. Hellmuth, K. T. Huber, V. Moulton +2

A split system on a finite set , , is a set of bipartitions or splits of which contains all splits of the form , . To any such…

math.CO2022★ 2 cited

Polynomial invariants for cactuses

Leo van Iersel, Vincent Moulton, Yukihiro Murakami

Graph invariants are a useful tool in graph theory. Not only do they encode useful information about the graphs to which they are associated, but complete invariants can be used to…

math.CO2022

Compatible split systems on a multiset

Vincent Moulton, Guillaume E. Scholz

A split system on a multiset is a set of bipartitions of . Such a split system is compatible if it can be represented by a tree in such a way…