Christopher Hopper

most citedA regularized gradient flow for the

p

-elastic energy

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.AP2021★ 2 cited

A regularized gradient flow for the $p$ -elastic energy

Simon Blatt, Christopher Hopper, Nicole Vorderobermeier

We prove long-time existence for the negative $L^{2}$ -gradient flow of the $p$ -elastic energy, $p \geq 2$ , with an additive positive multiple of the length of the curve. To achieve th…

math.AP2021

A minimising movement scheme for the $p$ -elastic energy of curves

Simon Blatt, Nicole Vorderobermeier, Christopher Hopper

We prove short-time existence for the negative $L^{2}$ -gradient flow of the $p$ -elastic energy of curves via a minimising movement scheme. In order to account for the degeneracy caus…

A regularized gradient flow for the p-elastic energy

A minimising movement scheme for the p-elastic energy of curves

A regularized gradient flow for the $p$ -elastic energy

A minimising movement scheme for the $p$ -elastic energy of curves