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itcs-reproducibility

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Use to make an ITCS paper's mathematics independently checkable — complete proofs of every central claim, self-contained definitions, pinned dependencies on prior results, and a matching full version on arXiv/ECCC/ePrint — the pure-theory analogue of a reproducibility package.

ITCS-Skills/skills/itcs-reproducibility/SKILL.md

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# ITCS Reproducibility

"Reproducibility" at a pure-theory venue means one thing: **a competent, skeptical reader can
verify every central claim from the paper alone.** There is no code to rerun and no dataset to
re-mine — the analogue of a reproducibility package is a **complete, self-contained, correctly
attributed proof**. ITCS makes this concrete in its call: submissions must include **complete
proofs of all central claims** (in an appendix if needed). This skill is the discipline that
makes the mathematics checkable, which — since ITCS has **no rebuttal** — is also your only
defense against a reviewer who gets stuck.

## Completeness: every central claim is fully proved

- **No "proof omitted," no "proof is standard," no "see the full version"** for anything a
  reviewer must check to believe the result. Deferring a *routine* calculation to an appendix is
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