activity
20042026
most citedAnalytical results for front pinning between an hexagonal pattern and a uniform state in pattern-formation systems

24 citations · 109 across the 14 of their papers we have counts for

collaborators

15 papers

cond-mat.soft2026

Dynamically triggered snap-through

Gregory Kozyreff, Lucie Domino, Basile Radisson +1

Snap-through is a sudden and large mechanical deformation that is usually triggered by driving a control parameter beyond a bifurcation threshold. Here, we study a buckled strip th…

math.DS2026

On the independence of the slow and fast scales in multiple-scale expansions, with application to Van der Pol's equation

Gregory Kozyreff, John R. King

When implementing the method of multiple scales, one is traditionally instructed to treat the slow and fast time scales as if they were independent. Despite the intuitive motivatio…

math.DS2023

Multiple-scale analysis of the simplest large-delay differential equation

Gregory Kozyreff

A delayed term in a differential equation reflects the fact that information takes significant time to travel from one place to another within a process being studied. Despite de a…

cond-mat.soft2023

The θ-formulation of the 2D elastica -- Buckling and boundary layer theory

Gregory Kozyreff, Emmanuel Siéfert, Basile Radisson +1

The equations of a planar elastica under pressure can be rewritten in a useful form by parametrising the variables in terms of the local orientation angle, , instead of the arc…

nlin.PS2022★ 3 cited

On the speed of wave packets and the nonlinear Schrödinger equation

Gregory Kozyreff

The universal theory of weakly nonlinear wave packets given by the nonlinear Schrödinger equation is revisited. In the limit where the group and phase velocities are very close tog…

cond-mat.soft2022★ 5 cited

Effect of external tension on the wetting of an elastic sheet

Gregory Kozyreff, Benny Davidovitch, S. Ganga Prasath +2

Recent studies of elasto-capillary phenomena have triggered interest in a basic variant of the classical Young-Laplace-Dupré (YLD) problem: The capillary interaction between a liqu…