proof-repair

Solid

Generate self-consistent repair plans for mathematical proof issues found by /proofcheck, with literature-backed support. For each problematic assumption, model, proposition, or theorem, proposes fixes that preserve the full dependency chain and searches arXiv, Semantic Scholar, and Google Scholar for new references to support repairs. Use when user says "repair proofs", "fix proof issues", "修复证明", "proof repair", "修正计划", "fix theorem", "repair assumptions", or wants to go from proof audit to actionable repair plan with literature support.

AI & Automation 7 stars 2 forks Updated today MIT

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Quality Score: 84/100

Stars 20%
30
Recency 20%
100
Frontmatter 20%
70
Documentation 15%
100
Issue Health 10%
80
License 10%
100
Description 5%
100

Skill Content

# Proof-Repair — Literature-Backed Repair Plans for Mathematical Proofs > 🔬 **Model Recommendation**: Run this skill on **Claude Opus** for best results. > Repair design + literature verification requires deep reasoning. If your session is > not on Opus, run `/model opus` before invoking. Heavy reasoning (literature search, > verification, full proof writing) will use Opus sub-agents. Takes a `/proofcheck` audit (or a raw .tex file with known issues) and produces self-consistent repair plans with new literature references for every fixable issue. **Pipeline position**: ``` /proofcheck → [THIS SKILL] → /proof-writer Find issues Fix + literature Write complete proofs ``` **Upstream**: `/proofcheck` (produces audit/ with provability triage + blockage reports) **This skill**: audit/ → REPAIR_PLAN.md + patched .bib + per-unit repair files **Downstream**: `/proof-writer` (writes complete corrected proofs for each repair) **Register for any proof text this skill writes.** Full-proof creation delegates to `/proof-writer`, which carries the register. But LaTeX patches this skill writes directly (Fill-Skipped-Steps, Insert-Lemma, inserted derivations) must follow the same Big Four register: key steps on display lines, connectives naming the logical move (displays carry the *what*, connectives the *why*), no walls of undisplayed algebra, no `Step 1 / Step 2` bulletization. Single source of truth: the "Mathematical Register and Readability (Big Four)" section of `../stat-sh...

Details

Author
gyf9712
Repository
gyf9712/stat-theory-skills
Created
2 months ago
Last Updated
today
Language
Python
License
MIT

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