UROP + Final Paper , Summer 2017 Bernardo

Abstract

In this paper we explore the nature of self-similar solutions of the Curve Shortening Flow and the Vortex Filament Equation, also known as the Binormal Flow. We explore some of their fundamental conservation properties and describe the behavior of their self-similar solutions. For Curve Shortening Flow we mainly expose the results of Huisken, Grayson, and… (More)

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Cite this paper

@inproceedings{Adame2017UROPF, title={UROP + Final Paper , Summer 2017 Bernardo}, author={Antonio Hernandez Adame and Tobias Holck Colding}, year={2017} }