Melanie Rupflin

activity

20102026

most citedSelfsimilar expanders of the harmonic map flow

22 citations · 52 across the 20 of their papers we have counts for

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math.AP2023★ 2 cited

Sharp quantitative rigidity results for maps from $S^{2}$ to $S^{2}$ of general degree

Melanie Rupflin

As the energy of any map $v$ from $S^{2}$ to $S^{2}$ is at least $4 π ∣ d e g (v) ∣$ with equality if and only if $v$ is a rational map one might ask whether maps with small energy d…

math.AP2023

Low energy levels of harmonic maps into analytic manifolds

Melanie Rupflin

We consider the energy spectrum $Ξ_{E} (N)$ of harmonic maps from the sphere into a closed Riemannian manifold $N$ . While a well known conjecture asserts that $Ξ_{E} (N)$ is discrete whe…

Sharp quantitative rigidity results for maps from S2 to S2 of general degree

Low energy levels of harmonic maps into analytic manifolds

Sharp quantitative rigidity results for maps from $S^{2}$ to $S^{2}$ of general degree