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lean-refactor-golf

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Mis à jour25 juin 2026 à 11:06

Native refactor/golf routing entry. Load the linked workflow specs as the contract, preserve theorem meaning, and keep optimization inside the direct Lean tool surface.

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epfl-lara

epfl-lara/LeanFlow

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Métiers associésSOC

Basé sur la classification professionnelle SOC

Développeurs de logicielsProfessions informatiques et mathématiques·SOC 15-1252

SKILL.md

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name	lean-refactor-golf
description	Native refactor/golf routing entry. Load the linked workflow specs as the contract, preserve theorem meaning, and keep optimization inside the direct Lean tool surface.

Native Lean Refactor / Golf

This skill is the routing layer for Lean proof refactoring and golfing. Treat the linked workflow specs as the operational contract for tool order, verification gates, and stop conditions.

Primary specs:

leanflow_specs/workflows/refactor.md
leanflow_specs/workflows/golf.md

Routing Rules

Use refactor.md for structure-preserving proof cleanup, helper layout, and reusable proof-shape improvements.
Use golf.md for already-compiling proofs that need local directness, brevity, clarity, or lighter proof search burden.
Preserve theorem meaning, theorem statements, and public interfaces unless the task explicitly asks for a semantic refactor.

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name	lean-refactor-golf
description	Native refactor/golf routing entry. Load the linked workflow specs as the contract, preserve theorem meaning, and keep optimization inside the direct Lean tool surface.

Native Lean Refactor / Golf

This skill is the routing layer for Lean proof refactoring and golfing. Treat the linked workflow specs as the operational contract for tool order, verification gates, and stop conditions.

Primary specs:

leanflow_specs/workflows/refactor.md
leanflow_specs/workflows/golf.md

Routing Rules

Use refactor.md for structure-preserving proof cleanup, helper layout, and reusable proof-shape improvements.
Use golf.md for already-compiling proofs that need local directness, brevity, clarity, or lighter proof search burden.
Preserve theorem meaning, theorem statements, and public interfaces unless the task explicitly asks for a semantic refactor.