AI & ML
Geometric Obstructions and Sharp Genus Dependence in LCD Scalings
arXiv math.IT0 views
arXiv:2611.04863v1 Announce Type: cross Abstract: We study the least pole order of a rational function whose nonzero evaluations scale a prescribed code to a Euclidean LCD code. A residue-one differential yields an obstruction for odd-dimensional one-point AG codes in characteristic two: for $C=C_L(D,aQ)$ with $0\le a3k$, and for $q>2k$ in characteristic two.
Source：https://arxiv.org/abs/2611.04863PreviousLower Bounds for Adaptive Relaxed Locally Decodable Codes via the Capped Horvitz--Thompson EstimatorNextA Short Proof and Generalization of the Rainbow Cycle Theorem and Improved Bounds for Binary Even-Query LCCs
Related posts
AI PACs spent millions trying to shape Congress. Here’s how they fared.
0TechCrunch
How We Processed 600 Real Tax Invoices in 4.5 Minutes Using a Dual-Engine Gemini AI & Vertex AI Architecture
0dev.to
Vom Voxel-Stadtplan zum begehbaren Protein: Was Warschau in Voxeln Entwickler:innen über immersive Visualisierung lehrt
0dev.to
Performance review season: a short about the self-review you can't remember writing material for, and the weekly note I use now
0dev.to
Ask HN: What your experience with the monthly "who wants to be hired" thread?
0Hacker News
Apple TV reportedly getting Justin Timberlake docuseries, announces new Toni Collette show
09to5Mac