15 citations · 40 across the 12 of their papers we have counts for
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math.AP2020★ 1 cited
On volume-preserving crystalline mean curvature flow
Inwon Kim, Dohyun Kwon, Norbert Požár
In this work we consider the global existence of volume-preserving crystalline curvature flow in a non-convex setting. We show that a natural geometric property, associated with re…
math.AP2020
Discrete-to-continuum convergence of charged particles in 1D with annihilation
Patrick van Meurs, Mark A. Peletier, Norbert Pozar
We consider a system of charged particles moving on the real line driven by electrostatic interactions. Since we consider charges of both signs, collisions might occur in finite ti…
math.AP2020
Viscosity solutions for the crystalline mean curvature flow with a nonuniform driving force term
Yoshikazu Giga, Norbert Pozar
A general purely crystalline mean curvature flow equation with a nonuniform driving force term is considered. The unique existence of a level set flow is established when the drivi…