Backend
BetweenCut: Private Heavy-Node Classification with Doubly Logarithmic Error in Tree Height
arXiv cs.CR0 views
arXiv:2610.10075v1 Announce Type: new Abstract: Finding heavy nodes in a tree---those whose counts exceed a given threshold---is a building block for analysis and learning over structured data. Achieving record-level differential privacy (DP) without sacrificing accuracy is challenging because each record contributes to counts along an entire root-to-leaf path, allowing privacy costs to accumulate across levels. Existing methods account for the multiple threshold comparisons for each record incur additive error margins of $\Omega_{\varepsilon,\delta}(\log h)$ or $\Omega_{\varepsilon,\delta}(\sqrt{\log h})$ for tree height $h$. We introduce \textsc{BetweenCut}, an $(\varepsilon,\delta)$-DP algorithm with an additive error margin of $O_{\varepsilon,\delta}(\log\log h)$, improving the existing bounds for deep trees. This error holds simultaneously for all nodes and is independent of the input database size.
Source:https://arxiv.org/abs/2610.10075PreviousDefining Purpose-Limited SecretsNextPump-and-Dump meets Honeypot Tokens: Detection and Analysis of Telegram Bait-and-Trap Schemes
Related posts
Three dates that catch a hard-coded time-zone bug in a session clock
0dev.to
Laravel N+1 Query Problem: How to Find and Fix It
0dev.to
LongCat-2.5 at $0.30/$1.20: Thinking Locks Temperature, 1M Context, and Vendor Benches Between Opus 4.8 and 5
0dev.to
Shipped: two packages, a registry listing, and the first seals
0dev.to
AI Agent Memory Needs Garbage Collection, Not Just Storage
0dev.to

Securing the Analytics Pipeline and Pivoting for Demo Day
0dev.to