proof-formalize

Convert validated proofs into LaTeX writeups with theorem environments.

7|1|Updated Mar 19, 2026

Search Tags:#latex #formalization #notation #academic-writing #theorem-environments #proof-writing #proof-editing

Ready to run

npx skills add https://github.com/Shiien/Self-Evolved-Research-Framework --skill proof-formalize

💬 Prompt for ChatGPT / Claude Chat▼

Please help me install this Agent Skill.
Skill: proof-formalize
Source: https://github.com/Shiien/Self-Evolved-Research-Framework/tree/main/skills/proof-formalize
Command: npx skills add https://github.com/Shiien/Self-Evolved-Research-Framework --skill proof-formalize

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

Convert validated proofs into polished LaTeX writeups with proper theorem/lemma/proof environments and consistent notation, saved to outputs/{topic}/proofs/.

Core Features & Use Cases

Proper theorem/lemma/proof environments
Consistent notation and full justification
Save outputs to outputs/{topic}/proofs/{theorem_name}.tex and provide both the LaTeX source and a readable preview

Quick Start

Generate a LaTeX proof writeup from the validated proof using the project's notation conventions.

Frequently Asked Questions about proof-formalize

High-intent search queries and answers about installing and using this skill.

FAQPage Schema

How do I convert a validated mathematical proof into a LaTeX writeup with theorem environments?▼

Converting a validated proof into a LaTeX writeup requires applying proper theorem, lemma, and proof environments. This formalization process ensures consistent notation and full justification, generating a publication-ready draft saved as a .tex file.

What is the best way to format mathematical notation consistently for academic-writing?▼

Formatting mathematical notation consistently for academic-writing involves applying project notation conventions during the LaTeX generation process. This ensures full justification and standardized formatting across all theorem environments in your LaTeX source.

How do I generate a LaTeX source file and readable preview for a theorem proof?▼

Generating a LaTeX source file and readable preview involves converting a validated proof into a structured .tex document. The output is saved to a designated proofs directory, providing both the raw LaTeX code and a readable preview of the formatted theorem.

Can I use proof formalization for proofs from critique and fix cycles?▼

Yes, proof formalization is designed specifically for proofs resulting from critique and fix cycles. It takes the validated output from these iterative cycles and transforms it into a complete, publication-ready LaTeX writeup with proper theorem environments.

Does LaTeX proof-writing require a validated proof before generating theorem environments?▼

LaTeX proof-writing for this formalization process requires a validated proof as input. It converts confirmed logical steps into proper theorem and lemma environments, ensuring the generated LaTeX source maintains mathematical consistency and full justification.