activity
20222026
most citedVector Field Models for Nematic Disclinations

1 citations · 1 across the 3 of their papers we have counts for

collaborators

5 papers

math.AP2026

Magnetic Stabilization of the Greenhill Instability and Hysteretic Switching in Slender Rods

Vivekanand Dabade, Likhit Ganedi, Mohd Tahseen +1

In a bulk ferromagnet, magnetic energy is six orders of magnitude weaker than elastic energy. Slenderness removes this disparity. In a thin ferromagnetic rod, the two energies scal…

math.AP2024

Convergence of a heterogeneous Allen-Cahn equation to weighted mean curvature flow

Likhit Ganedi, Alice Marveggio, Kerrek Stinson

We consider a variational model for heterogeneous phase separation, based on a diffuse interface energy with moving wells. Our main result identifies the asymptotic behavior of the…

math.AP2023★ 1 cited

Vector Field Models for Nematic Disclinations

Amit Acharya, Irene Fonseca, Likhit Ganedi +1

In this paper, a model for defects that was introduced in \cite{ZANV} is studied. In the literature, the setting of most models for defects is the function space SBV (special bound…

math.AP2023

Homogenization and Phase Separation with Fixed Wells -- The Supercritical Case

Riccardo Cristoferi, Irene Fonseca, Likhit Ganedi

A variational model for the interaction between homogenization and phase separation is considered in the regime where the former happens at a finer scale than the latter. The first…

math.AP2022

Homogenization and phase separation with space dependent wells -- The subcritical case

Riccardo Cristoferi, Irene Fonseca, Likhit Ganedi

A variational model for the interaction between homogenization and phase separation is considered. The focus is on the regime where the latter happens at a smaller scale than the f…