Ryan E. G. Bushling

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20222025

most citedBounds on the dimension of lineal extensions

2 citations · 4 across the 6 of their papers we have counts for

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math.CA2025

Strong exceptional parameters for the dimension of nonlinear slices

Ryan E. G. Bushling

Let $1 \leq m < s \leq n$ and let $A \subseteq R^{n}$ be a Borel set of with $s$ -dimensional Hausdorff measure $H^{s} (A) > 0$ . The classical Marstrand slicing theore…

math.CA2025

On the packing dimension of distance sets with respect to $C^{1}$ and polyhedral norms

Iqra Altaf, Ryan Bushling, Bobby Wilson

We prove that, for every polyhedral or $C^{1}$ norm on $R^{d}$ and every set $E \subseteq R^{d}$ of packing dimension $s$ , the packing dimension of the distance set of…

Strong exceptional parameters for the dimension of nonlinear slices

On the packing dimension of distance sets with respect to C1 and polyhedral norms

On the packing dimension of distance sets with respect to $C^{1}$ and polyhedral norms