activity
20092026
most citedA formalization of re-identification in terms of compatible probabilities

4 citations · 6 across the 18 of their papers we have counts for

collaborators

18 papers

math.CO2026

Symmetric polyhedral scenes and parallel redrawings

Signe Lundqvist, Bernd Schulze, Klara Stokes

Liftings and parallel redrawings are classical topics in applied discrete geometry, concerned respectively with vertically lifting a -picture -- a realisation of a vertex-hy…

math.DG2026

Rigidity on compact surfaces through hyperbolic symmetries

Sean Dewar, Alison La Porta, Rebecca Monks +3

Generically the rigidity of bar-joint structures admits combinatorial characterisations in the Euclidean plane and, more generally, for frameworks on the sphere and the torus. The…

math.CO2023

Sparsity greedoids and pebble game algorithms for posets

Signe Lundqvist, Tovohery Randrianarisoa, Klara Stokes +1

We generalise a sparsity condition for hypergraphs and show a result relating sparseness of hypergraphs to the decomposition of a modified incidence graph into edge-disjoint forest…

math.CO2023

Structural rigidity and flexibility using graphs of groups

Joannes Vermant, Klara Stokes

In structural rigidity, one studies frameworks of bars and joints in Euclidean space. Such a framework is an articulated structure consisting of rigid bars, joined together at join…

math.GR2023

On trialities and their absolute geometries

Dimitri Leemans, Klara Stokes, Philippe Tranchida

We introduce the notion of moving absolute geometry of a geometry with triality and show that, in the classical case where the triality is of type and the absolute geometry…

math.GR2022

Incidence geometries with trialities coming from maps with Wilson trialities

Dimitri Leemans, Klara Stokes

Triality is a classical notion in geometry that arose in the context of the Lie groups of type . Another notion of triality, Wilson triality, appears in the context of reflexi…