Agent Skills
› brycewang-stanford/Awesome-Journal-Skills
› icdt-reproducibility
icdt-reproducibility
GitHub用于增强ICDT论文可验证性，涵盖证明完整性、模型假设精确化、声明与证明映射及版本一致性检查。适用于投稿前和最终版准备阶段，确保理论结果可独立复现且无逻辑漏洞。
Trigger Scenarios
ICDT论文投稿前检查
强化理论证明的可验证性
核对上下界匹配情况
检查正文与arXiv版本一致性
Install
npx skills add brycewang-stanford/Awesome-Journal-Skills --skill icdt-reproducibility -g -y
SKILL.md
Frontmatter
{
"name": "icdt-reproducibility",
"description": "Use when strengthening the verifiability of an ICDT (International Conference on Database Theory) paper — the theory-venue analogue of reproducibility — covering complete and self-contained proofs, exact models and assumptions, claim-to-proof mapping, matching upper and lower bounds, consistency between the LIPIcs paper and the arXiv full version, and honest labeling of what is proved versus conjectured."
}
ICDT Reproducibility
At a theory venue, "reproducibility" means verifiability: a competent reader, given your paper, can reconstruct every proof and independently confirm every theorem. There is no dataset to re-run and no benchmark to re-execute — the standard is that nothing is asserted without a checkable argument, and nothing in the published record contradicts the full version. Use this before submission and again before camera-ready.
Verifiability map
- Map each theorem, lemma, and stated bound to a complete proof — in the body or the marked appendix — with every case handled. An unproved "it can be shown" is the theory-venue equivalent of a missing script.
- Pin the model and assumptions exactly: the data model, the query/constraint language, the complexity measure (data vs combined vs query), and any restriction (bounded arity, acyclicity) the proof relies on. A hidden assumption that makes the theorem easier is a correctness defect.
- Ensure definitions are self-contained: every symbol and notion used in a proof is defined in the paper, not assumed from a specific prior paper the referee may not have open.
- Keep the paper internally consistent: a bound stated in the abstract, restated in a theorem, and used in a corollary must be the same bound.
Proof-completeness audit
| Claim in the paper | Weak (non-verifiable) form | ICDT-ready form |
|---|---|---|
| "Evaluation is [class]-complete" | Upper bound only; "hardness is standard" | Both bounds proved; the reduction given explicitly |
| "The construction works" | Sketch with the hard case omitted | Every case, including the awkward one, in the appendix |
| "This generalizes [X]" | Asserted | The generalization proved, with X recovered as a special case |
| "The problem is decidable" | Algorithm without a termination/correctness proof | Algorithm + proof it halts and is correct |
| "W.l.o.g. assume acyclic" | Unjustified | The reduction to the acyclic case proved, or the assumption dropped |
"It is easy to see" is treated as not shown unless it genuinely is; convert each such line into a one-line argument or move it to the appendix as a short proof.
Matching bounds and tightness
[Upper bound] algorithm/argument establishing membership in the claimed class, proved
[Lower bound] a reduction (or game/adversary argument) establishing hardness, proved
[Label] say which is which, and state explicitly when the two meet (tight)
[Gaps] if a bound is one-sided, say so honestly rather than implying tightness
A one-sided bound presented as a settled answer is the most common verifiability failure ICDT referees catch — and the most common reason for a Cycle-1 "revise."
Paper / full-version consistency
- Before submission: the single PDF is self-contained; every acceptance-critical claim has a checkable proof inside it (online appendices are not allowed).
- Before camera-ready: post/update the arXiv full version and confirm it states the same theorems and bounds as the LIPIcs paper. If the revision changed a bound, change it in both.
- A published LIPIcs paper whose full version silently proves a weaker (or stronger) result than
claimed is a lasting citation hazard; keep them in lockstep (
icdt-camera-ready).
Honest labeling
- Distinguish theorem (proved), conjecture (believed, unproved), and open problem (not known) explicitly; a referee reads these words literally.
- State what your result does not cover — the cases outside your class, the measures you did not bound — so no reader over-reads it.
- Attribute reused proof techniques to their source rather than re-deriving them silently.
Output format
[Claim inventory] <each theorem/lemma -> complete proof location>
[Models pinned] data model / language / complexity measure / restrictions stated? yes/no
[Bounds] matched and labeled; one-sided gaps disclosed? yes/no
[Self-contained] all definitions in-paper; no external-appendix dependence? yes/no
[Consistency] LIPIcs paper == arXiv full version on all bounds? yes/no
[Fix queue] <close proof gaps first, then pin models, then align full version>
Version History
- 9f86f09 Current 2026-07-19 15:56
