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A Python application to interact with the Lean REPL.

Project description

lean-repl-py

lean-repl-py is a Python application designed to interact with the Lean REPL (Read-Eval-Print Loop). It provides an interface for sending commands to Lean and processing responses, making it easier to automate theorem proving using Python.

Features

  • Simple Interface: Send Lean commands and receive responses seamlessly.
  • Automation: Useful for scripting Lean interactions programmatically.
  • No Dependencies: A lightweight tool with zero external dependencies.
  • Fast: Adds no noticeable overhead on top of the lean REPL.

Installation

You can install lean-repl-py via PyPI:

pip install lean-repl-py

Prerequisites

Requires lake to be available on your system. That's it, no more strings attached.

Importantly, lean-repl-py ships with the correct version of the lean repl, so it is not needed separately.

Important notices

The first start in a new python environment will take some time, as the repl must be built first.

Usage

from lean_repl_py import LeanREPLHandler, LeanREPLPos, LeanREPLEnvironment, LeanREPLProofState, LeanREPLMessage
from pathlib import Path


# Create a new Lean REPL handler
lean_repl = LeanREPLHandler()

# Optionally, use the REPL from another project for dependencies
# This is needed e.g. if you want to use mathlib.
lean_repl = LeanREPLHandler(project_path=Path("path/to/your/leanproject"))

## Send a command to Lean
lean_repl.send_command("def f := 2")
response, env = lean_repl.receive_json()
# Env will be a LeanREPLEnvironment object, which contains the environment index
LeanREPLEnvironment(env_index=0)
# Response will be a dictionary with the Lean REPL response apart from the environment
{}

## Use an environment for subsequent commands
lean_repl.env = env.env_index
lean_repl.send_command("def g := f + 2") # Will use the previous environment
_ = lean_repl.receive_json()

## Use tactic mode
lean_repl.send_command("def h (x : Unit) : Nat := by sorry")
response, env = lean_repl.receive_json()
# Will return proof state objects LeanREPLProofState
LeanREPLProofState(goal="x : Unit\n⊢ Nat", proof_state=0, pos=LeanREPLPos(line=1, column=29), end_pos=LeanREPLPos(line=1, column=34))
# And messages
LeanREPLMessage(message="declaration uses 'sorry'", severity="warning", pos=LeanREPLPos(line=1, column=4), end_pos=LeanREPLPos(line=1, column=5))

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