| Read one certificate-generation path and record the exact passages followed. |
2026-alexchengyuli-erdos-848 |
about 60-90 minutes · estimated by significance-editor |
Paper definitions and finite certificate format |
open |
| Reproduce the pinned Lean release and report the build and certificate result within the published-cache replay trust boundary. |
2026-alexchengyuli-erdos-848 |
about 2 hours for the published-cache replay; a fresh source build is separate and may take multiple days · estimated by significance-editor |
Lean and the repository's pinned release instructions |
open |
| Compare the paper's exact all-N statement with the pinned Lean declaration, recording both the paper version and the pinned machine-proof version. |
2026-alexchengyuli-erdos-848 |
about 45 minutes · estimated by significance-editor |
the paper theorem map and Lean declaration names |
open |
| Independently build the Theorem D Lean targets and run their axiom audit at commit 3635e74826a4c1fcece7d1cd2b6fa75e43a00510. |
2026-anthropic-zeta-two-thirds |
Not estimated |
None recorded |
open |
| Compare paper Theorem D with the trusted comparator statement montgomery_taylor_on_critical_line and its counting definitions. |
2026-anthropic-zeta-two-thirds |
Not estimated |
None recorded |
open |
| Assess the passage from Weil-form signature data to the lower bound in Proposition 4.4 and Theorem D, against the pinned paper. |
2026-anthropic-zeta-two-thirds |
Not estimated |
None recorded |
open |
| Compare the formal theorem and definitions with the informal n = 8 claim. |
2026-evanbeller-erdos-132 |
about 60 minutes · estimated by significance-editor |
Lean 4 and the repository's formalization directory |
open |
| Check the n = 8 geometric deduction only; report the exact passages followed and any first unresolved step. |
2026-evanbeller-erdos-132 |
about 90 minutes · estimated by significance-editor |
Planar distance geometry and the cited seven-point classification |
open |
| Trace the declaration chain between manuscript Theorem 1.1 and the Comparator target exists_finitelyPresented_nonsofic_group. |
2026-openai-nonsofic-groups |
Not estimated |
None recorded |
open |
| Assess the expander-matching criterion in Proposition 2.3 or the Thompson-group step in Proposition 3.2, naming the exact artifact revision reviewed. |
2026-openai-nonsofic-groups |
Not estimated |
None recorded |
open |
| Check the hypotheses of Theorem 2.2 where it is applied to the constructed circles. |
2026-rafikzeraoulia-erdos-653 |
[FILL: editor estimate] · estimated by significance-editor |
Theorem 2.2 as cited in the manuscript |
open |
| Check Theorem 1.1 and the Section 3 deduction from the incidence bound to the exponent. |
2026-rafikzeraoulia-erdos-653 |
[FILL: editor estimate] · estimated by significance-editor |
incidence geometry basics |
open |
| Check one short structural result: Proposition 2.1 or Theorem 6.2. |
2026-rafikzeraoulia-erdos-653 |
Not estimated |
None recorded |
open |
| Check Hypothesis 3.1 and Remark 3.2 against the cited literature. |
2026-rafikzeraoulia-erdos-726 |
[FILL: editor estimate] · estimated by significance-editor |
Hypothesis 3.1 and the cited literature |
open |
| Check Lemma 6.1 and the decomposition used in the proof of Theorem 1.1. |
2026-rafikzeraoulia-erdos-726 |
Not estimated |
None recorded |
open |
| Optionally check Hypothesis 8.1 and Proposition 8.2. |
2026-rafikzeraoulia-erdos-726 |
Not estimated |
None recorded |
open |
| Check Lemma 3.3, Proposition 5.1, and Corollary 5.2. |
2026-rafikzeraoulia-erdos-726 |
[FILL: editor estimate] · estimated by significance-editor |
partial summation and smooth approximation |
open |