A. Murcia

activity

20122017

collaborators

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math.AP2017

On the rate of convergence of the $p$ -curve shortening flow

Jean C. Cortissoz, Andrés Galindo, Alexander Murcia

In this paper we give rates of convergence for the $p$ -curve shortening flow for $p \geq 1$ an integer, which improves on the known estimates and which are probably sharp.

math.AP2012

On the stability of $m$ -fold circles and the dynamics of generalized curve shortening flows

Jean Cortissoz, Alexander Murcia

In this paper we study the (asymptotic and exponential) stability of the $m$ -fold circle as a solution of the $p$ -curve shortening flow ( $p \geq 1$ an integer).

On the rate of convergence of the p-curve shortening flow

On the stability of m-fold circles and the dynamics of generalized curve shortening flows

On the rate of convergence of the $p$ -curve shortening flow

On the stability of $m$ -fold circles and the dynamics of generalized curve shortening flows