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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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6 papers · 1 filter

physics.optics2026

Dual deconvolution multifocal fluorescence response matrix microscopy for aberration-free high-throughput super-resolution imaging

Sumin Lim, Sanghyeon Park, Tran Thinh Le +3

Fluorescence response matrix imaging enables separate computational correction of excitation and emission aberrations through dual deconvolution, but single-focus acquisition requi…

cs.CR2026

Dual lattice attacks for bounded distance decoding, revisited

Thijs Laarhoven

Analyses of dual lattice attacks have often assumed that the individual scores associated with short dual vectors are mutually independent. Laarhoven-Walter used this heuristic to…

cs.CR2026

Smooth Sailing through Spherical Shells: Provable Random-Lattice Sieving in Time

Emmanouil Doulgerakis, Thijs Laarhoven

In an attempt to close the gap between the best provable and heuristic algorithms for hard lattice problems, such as the shortest (SVP) and closest vector problem (CVP), we analyze…

math.NT2026

Spherical statistics and phase transitions in high-dimensional lattices

Thijs Laarhoven

We study the spherical statistics of all the points in a thin shell of a high-dimensional random lattice. The exact relations between lattice points make it unclear when prediction…

math.CO2026

A lattice family with kissing numbers

Thijs Laarhoven, Scott Duke Kominers

For all prime powers , we construct lattices 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 -irreducible if every signed sum of between two and distinct elements has norm greater than one. Let be the maximal asymptoti…