Ian Fleschler

activity

20232025

most citedOn the uniqueness of tangent cones to area minimizing currents at boundaries with arbitrary multiplicity

1 citations · 2 across the 7 of their papers we have counts for

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math.CA2023

Carleson's $ε^{2}$ conjecture in higher dimensions

Ian Fleschler, Xavier Tolsa, Michele Villa

In this paper we prove a higher dimensional analogue of Carleson's $ε^{2}$ conjecture. Given two arbitrary disjoint open sets $Ω^{+}, Ω^{-} \subset R^{n + 1}$ , and $x\in\m…

math.CA2023

An elementary rectifiability lemma and some applications

Camillo De Lellis, Ian Fleschler

We generalize a classical theorem of Besicovitch, showing that, for any positive integers $k < n$ , if $E \subset R^{n}$ is a Souslin set which is not $H^{k}$ - $σ$ -finite,…

Carleson's ε2 conjecture in higher dimensions

An elementary rectifiability lemma and some applications

Carleson's $ε^{2}$ conjecture in higher dimensions