Claims Samuels’ sharp mean-vector formula and the full sharp Feige formula for every δ > 0.
Source publication and attributed assessments are distinct from independent OpenMath review.
The exact passages cited in OpenMath. Each passage identifies how its wording was recorded.
Claims Samuels’ sharp mean-vector formula and the full sharp Feige formula for every δ > 0.
Passage ID: feige-conjecture:entry:ling:v1
Source item: ling
Source record: feige-conjecture:source:ling:v1
Explicit citations in versioned problem publications. A citation records a use; it does not confer proof or independent verification.
Problem publication v7
Source assessment
Proposed
Full sharp deviation formula proposed by Ling
Corollary 1.3 covers every δ > 0 via the proposed proof of Samuels’ conjecture; independent assessment is pending.
Source date Aug 18, 2026 · Observed Oct 13, 2026
Research activity
Assess the later general formula
Compare Ling’s reduction and weighted Bernoulli argument with the July bounds and the exact Samuels statement.
No independent assessment or formal proof of this later proposal is recorded.
History
A broader Samuels proof is proposed
Question
Feige’s probability conjecture
Recorded authorship
Zhi Ling
No specific AI contribution is attributed by this source record.
OpenMath source records preserve exact citations. Observation dates order these records; they do not establish the latest upstream paper or proof.
On Samuels’ Conjecture
OpenMath supplies its own mathematical paraphrases and links; proof text is not republished.
Source terms ↗