M. Hyde

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20202026

most citedA

d

-dimensional Analyst's Travelling Salesman Theorem for general sets in

R^{n}

3 citations · 4 across the 8 of their papers we have counts for

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math.CA2021

A $d$ -dimensional Analyst's Travelling Salesman Theorem for subsets of Hilbert space

Matthew Hyde

We are interested in quantitative rectifiability results for subsets of infinite dimensional Hilbert space $H$ . We prove a version of Azzam and Schul's $d$ -dimensional Analyst's Tr…

math.CA2021★ 1 cited

Cone and paraboloid points of arbitrary subsets of Euclidean space

Matthew Hyde, Michele Villa

In this paper we characterise cone points of arbitrary subsets of Euclidean space. Given $E \subset R^{n}$ , $x \in E$ is a cone point of $E$ if and only if \begin{align*} \i…

A d-dimensional Analyst's Travelling Salesman Theorem for subsets of Hilbert space

Cone and paraboloid points of arbitrary subsets of Euclidean space

A $d$ -dimensional Analyst's Travelling Salesman Theorem for subsets of Hilbert space