Thijs Laarhoven

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20112026

most citedPractical and Optimal LSH for Angular Distance

209 citations · 489 across the 24 of their papers we have counts for

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math.CO2026

A lattice family with kissing numbers $τ (L_{n}) \geq e^{2 n}$

Thijs Laarhoven, Scott Duke Kominers

For all prime powers $q \geq 5$ , we construct lattices $L_{q} \subseteq Z^{q}$ with kissing numbers \[ τ(\mathcal{L}_q)\geq \left(\frac{1}{2πe^2}+o(1)\right)\sqrt{q}\,e^…

math.CO2026

A Note on Sphere Packing Bounds for Tuple Lattice Sieving

Thijs Laarhoven

A finite set of unit vectors is $k$ -irreducible if every signed sum of between two and $k$ distinct elements has norm greater than one. Let $R_{k}$ be the maximal asymptoti…

A lattice family with kissing numbers τ(Ln​)≥e2n​

A Note on Sphere Packing Bounds for Tuple Lattice Sieving

A lattice family with kissing numbers $τ (L_{n}) \geq e^{2 n}$