M. Hyde

activity

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.CA2026

Big Pieces of Regular Parabolic (bi-)Lipschitz Images is Equivalent to Parabolic Uniform Rectifiability

Simon Bortz, Matthew Hyde, Mason Sharp

We define the notion of regular parabolic (bi-)Lipschitz images as the parabolic (bi-)Lipschitz maps from $n$ -dimensional space time which, up to translation, fix the $t$ variable…

math.CA2026

Quantitative harmonic approximations and Dorronsoro's Theorem in metric measure spaces

Matthew Hyde

Suppose $X$ is an $RCD (K, N)$ space with $K \in R$ and $N \in (1, \infty)$ . We obtain a characterisation of the Newtonian-Sobolev space $N^{1, 2} (X)$ in terms of a quant…