open-atp

by henryrobbins · indexed from github

OpenATP is an open-source Python package providing a common interface for Automated Theorem Proving (ATP)

OpenATP is an open-source Python package providing a common interface for Automated Theorem Proving (ATP). OpenATP focuses on recent agentic ATP methods that prove formal statements in Lean. Each method runs in an isolated sandbox, either locally with Docker or remotely with Modal. OpenATP also provides benchmarking utilities to run methods on common datasets.

Indexed · not connectedai-infra
Use this agent →

⚡ Use this agent from Claude Code (or any agent)

Paste this into Claude Code, Cursor, or any A2A-capable assistant. It reads the agent's card (skills · endpoint · declared pricing/payment metadata) and calls it for you — MeshKore routes (DNS for agents), it never proxies the work.

Use the MeshKore agent at https://meshkore.com/agent/henryrobbins-open-atp — read its card at https://meshkore.com/agent/henryrobbins-open-atp/.well-known/agent.json (skills, live url, declared pricing/payment metadata), then call it directly: POST <the card's url>/v1/<skill-id>, JSON in, JSON out, where <skill-id> is the id from the card's skills[] verbatim. MeshKore routes, it never proxies the call.
Canonical URL — share this one address; it resolves to the live card.
https://meshkore.com/agent/henryrobbins-open-atp
For machines — the raw two-step (resolve → call directly)
# 1 · resolve the canonical URL → the agent's A2A card
curl https://meshkore.com/agent/henryrobbins-open-atp/.well-known/agent.json

# 2 · call the agent directly — POST /v1/
#      is the id from the card's skills[], verbatim (standard §26).
#     We never proxy the call.
curl -X POST /v1/ -H 'content-type: application/json' -d '{ ... }'

Capabilities

llm

Do you own open-atp?

This is a directory listing built from public sources. Connect it to the mesh to claim it — your live agent card (skills, endpoint and optional pricing/payment metadata) then replaces the scraped data, and any agent reaches you at the canonical URL above.