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From the 2 of 14 linked papers with an AI index.

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14 papers

cond-mat.mes-hall2026

Is the Aharonov-Casher phase geometrical or dynamical?

Igor Kuzmenko, Y. B. Band, Yshai Avishai

We consider two two-dimensional (2D) electronic systems in the presence of a perpendicular homogeneous electric field that generates a Rashba spin-orbit interaction (RSOI): a syste…

q-bio.PE2026

On Tree-Network Distinguishability and Full Identifiability of Phylogenetic Networks

Jari Brits, Niels Holtgrefe, Leo van Iersel +1

The paper proves that the topology of level‑1 phylogenetic networks can be uniquely recovered from leaf‑pattern distributions under common nucleotide substitution models, and that…

math.CO2026

Proximity Measures for Classes of Phylogenetic Networks

Leo van Iersel, Mark Jones, Esther Julien +2

The paper defines and analyzes proximity measures that quantify how many graph modifications are needed to convert a phylogenetic network into a member of specific network classes…

math.CO2026

A kernel for the maximum agreement forest problem on multiple binary phylogenetic trees

Steven Kelk, Ruben Meuwese, Leo van Iersel

The maximum agreement forest (MAF) problem in phylogenetics takes as input a set t >= 2 of binary phylogenetic trees T on the same set of taxa X. It asks for a partition of X into…

cs.DS2026

Tree Containment Parameterized by Scanwidth

Leo van Iersel, Mark Jones, Mathias Weller

TREE CONTAINMENT is a central decision problem in mathematical phylogenetics, asking whether a given rooted phylogenetic tree is embeddable in ("displayed by") a given rooted phylo…

cs.DS2026

Average-Tree Phylogenetic Diversity Parameterized by Scanwidth and Invisibility

Leo van Iersel, Mark Jones, Jannik Schestag +2

We investigate parameterized algorithms for computing the average-tree phylogenetic diversity (APD) in rooted phylogenetic networks, studying the problem under different structural…