explain-proof

Explain mathematical proofs and Lean code step by step.

3|Updated Feb 9, 2026
One-click install
npx skills add https://github.com/0bserver07/bourbaki --skill explain-proof
Or copy as Structured Prompt for Agent
Please help me install this Agent Skill.
Skill: explain-proof
Source: https://github.com/0bserver07/bourbaki/tree/main/src/skills/explain-proof
Command: npx skills add https://github.com/0bserver07/bourbaki --skill explain-proof

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

This skill helps learners understand proofs and Lean code by breaking down complex steps into clear, digestible explanations.

Core Features & Use Cases

  • Step-by-step explanation of Lean tactics and proof strategies
  • Bridges informal intuition with formal notation to support learning
  • Useful for tutors, self-learners, and students working on Lean formalization

Quick Start

Ask me to explain a specific Lean proof or tactic by walking through each step with plain-language commentary.

Frequently Asked Questions about explain-proof

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

FAQPage Schema
How do I break down a mathematical proof step by step for better understanding?

Step-by-step proof breakdown translates complex mathematical reasoning into digestible explanations, bridging informal intuition with formal notation to support clear pedagogical learning.

What is the best way to explain Lean tactics and proof strategies to a student?

Explaining Lean tactics requires walking through each step with plain-language commentary, aligning Lean semantics with structured explanations and concrete examples to provide learner-focused guidance.

Can I get plain-language commentary for my Lean code to help with self-learning?

Yes, you can get plain-language commentary for Lean code by requesting a step-by-step walkthrough that bridges informal mathematical intuition with formal Lean notation for self-learners.

Does stepwise proof explanation work for both mathematical proofs and Lean formalization?

Stepwise proof explanation works for both mathematical proofs and Lean formalization by aligning informal mathematical intuition with formal Lean semantics through structured, learner-focused guidance.

How do I bridge informal mathematical intuition with formal Lean notation?

Bridging informal mathematical intuition with formal Lean notation involves applying step-by-step reasoning to translate complex proof strategies into structured explanations with concrete examples.