ORID DsV89lJ58l · tags icml2026-repro paper-DsV89lJ58l
| # | Status | Page | Artifact | Claim excerpt |
|---|---|---|---|---|
| 1 | VERIFIED 2/2 | 01-gives-first-polynomial-time-poly-algorithm | artifact | The paper gives the first polynomial-time, poly(d/ε), algorithm for truncated li… |
| 2 | VERIFIED 2/2 | 02-algorithm-assumes-known-lower-bound | artifact | The algorithm assumes a known lower bound α on the truncation/survival probabili… |
| 3 | VERIFIED 2/2 | 03-phase-algorithm-learns-unknown-survival | artifact | Phase I of the algorithm learns the unknown survival set as a union of k interva… |
| 4 | VERIFIED 2/2 | 04-phase-estimates-regression-vector-via | artifact | Phase II estimates the regression vector via projected stochastic gradient desce… |
| 5 | VERIFIED 2/2 | 05-sub-gaussianity-implies-smoothness-auxiliary-dis | artifact | Lemma 3.4 shows sub-Gaussianity implies smoothness of the auxiliary distribution… |
| 6 | VERIFIED 2/2 | 06-improves-prior-work-lmz24a-required | artifact | This improves on prior work (LMZ24a) which required d^poly(k/ε) running time and… |