On the H1(dsγ)-Gradient Flow for the Length Functional

Journal article

Open access

Peer reviewed

Philip Schrader, Glen Wheeler and Valentina-Mira Wheeler

The Journal of geometric analysis, Vol.33(9), 297

2023

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Abstract Harmonic Analysis

Article

Convex and Discrete Geometry

Differential Geometry

Dynamical Systems and Ergodic Theory

Fourier Analysis

Global Analysis and Analysis on Manifolds

Mathematics

Mathematics and Statistics

In this article, we consider the length functional defined on the space of immersed planar curves...

Title: On the H1(dsγ)-Gradient Flow for the Length Functional
Authors/Creators: Philip Schrader - School of Mathematics and Statistics, Chemistry and Physics, Murdoch University
Glen Wheeler - University of Wollongong
Valentina-Mira Wheeler - University of Wollongong
Publication Details: The Journal of geometric analysis, Vol.33(9), 297
Publisher: Springer US
Grant note: Murdoch University
Identifiers: 991005593769007891
Murdoch Affiliation: School of Mathematics, Statistics, Chemistry and Physics
Language: English
Resource Type: Journal article

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Collaboration types: Domestic collaboration
Citation topics: 1 Clinical & Life Sciences; 1.113 Brain Imaging; 1.113.460 Advanced Neuroimaging
Web Of Science research areas: Mathematics
ESI research areas: Mathematics