proof-writer

Create formal mathematics proofs in LaTeX with theorem environments and step-by-step derivations.

118|11|Updated Mar 17, 2026
One-click install
npx skills add https://github.com/voidful/academic-skills --skill proof-writer-voidful
Or copy as Structured Prompt for Agent
Please help me install this Agent Skill.
Skill: proof-writer
Source: https://github.com/voidful/academic-skills/tree/main/proof-writer
Command: npx skills add https://github.com/voidful/academic-skills --skill proof-writer-voidful

SYSTEM DOCUMENTATION & REQUIREMENTS

💡 This Skill includes scripts (resource) and references (resource) components.

What problem does it solve?

This Skill helps researchers and students efficiently generate rigorous mathematical proofs in LaTeX format, reducing manual effort and preventing errors.

Core Features & Use Cases

  • Formal Proof Composition: Assists in structuring and verifying step-by-step mathematical arguments aligned with academic standards.
  • LaTeX Code Generation: Produces ready-to-insert LaTeX code with all environments, labels, and formatting, suitable for academic papers and presentations.
  • Use Case: A user verifies the Pythagorean theorem by inputting the statement, and the Skill outputs a complete LaTeX proof ready for publication.

Quick Start

Use the proof-writer to generate a LaTeX proof for the provided theorem statement about inequalities.

Frequently Asked Questions about proof-writer

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

FAQPage Schema
How do I generate a formal mathematics proof in LaTeX format?

Yes, you can generate LaTeX theorem environments by providing the theorem statement. The system outputs a complete LaTeX proof with proper environments, labels, and formatting suitable for academic papers and presentations.

What is the best way to automate step-by-step mathematical derivations for academic writing?

Automating step-by-step mathematical derivations involves structuring arguments aligned with academic standards. The system composes rigorous formal proofs and generates LaTeX code with all required labels and formatting, reducing manual effort and preventing errors.

Can I use this to verify the Pythagorean theorem and output a complete LaTeX proof?

Yes, you can verify the Pythagorean theorem by inputting the statement. The system outputs a complete, publication-ready LaTeX proof that includes step-by-step derivations and proper theorem environments ensuring correctness and clarity.

Do I need to manually format LaTeX environments and references when writing formal proofs?

No, you do not need to manually format LaTeX environments and references. The system handles the LaTeX code generation automatically, producing all necessary environments, labels, and formatting to ensure your formal proofs meet academic publication standards.

Does this approach work for structuring mathematical arguments aligned with academic standards?

Yes, this approach works for structuring mathematical arguments aligned with academic standards. It assists in formal proof composition by verifying step-by-step mathematical arguments and generating properly referenced LaTeX code for research and educational purposes.