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Turn facts into formal proofs with deterministic Prolog-based logical reasoning.
Copy the install command and let the AI configure it · recommended for beginners
No copy-paste install info for "Euclid-MCP" yet — see the docs or source repo.
Convert the following facts into a formal proof and show the reasoning steps: All humans are mortal; Socrates is a human; therefore Socrates is mortal.
A formal proof or reasoning chain derived from the given facts.
Determine whether the conclusion is provable from these facts: If something is a bird, it lays eggs; penguins are birds; Bobo is a penguin; conclusion: Bobo lays eggs.
A result showing whether the conclusion holds, plus the corresponding proof process.
Organize the following rules and facts into a form suitable for logical reasoning and generate a proof: Any object that satisfies A and B belongs to C; object x satisfies A; object x satisfies B.
A structured rule representation and a proof that object x belongs to C.
Researchers can use it to verify argument chains by turning facts and rules into formal proofs, reducing ambiguity in reasoning.
Students or teachers can use it to demonstrate how conclusions follow from premises, helping explain formal logic and proof steps.
Developers can use it to validate whether target conclusions follow from given facts when working with rule systems or reasoning flows.
It is an MCP server for logical reasoning that uses a deterministic Prolog-based inference engine to turn facts into formal proofs.
Based on the provided information, it performs logical inference with a deterministic engine and expresses the result as a formal proof.
The provided materials do not include installation steps, runtime requirements, or key prerequisites; see the source repository.
Run first-order theorem provers with session management and TPTP export.
Combine Prolog reasoning with MCP to power hybrid AI applications.
Deterministically verify model outputs for evidence, contradictions, calibration, and provenance.
Compute math reliably and retrieve study materials with citation-backed answers.
Track structured reasoning with confidence, branches, and revisions for complex problem solving.
Extract claims from drafts and find high-quality academic citations fast.