Remote Lean Proof Engineer for AI Reasoning

Alignerr Corp.

United States

Remote

USD 83,000 - 165,000

Full time

22 hours ago
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Job summary

Alignerr is seeking a Mathematical Formalization Specialist to translate advanced mathematical arguments into machine-verifiable Lean formalizations, bridging human intuition and automated theorem proving. This remote, hourly contract role targets mathematicians with a rigorous mindset and a passion for formal verification.

You will work with Lean, Coq, Isabelle/HOL, or Agda, analyze proofs, craft clear formalizations, and collaborate with AI researchers to push the boundaries of proof

Qualifications

  • Master's degree or higher in math, logic, or theoretical CS.
  • Strong proof-writing across algebra, analysis, topology, logic or discrete math.
  • Hands-on with Lean, Coq, Isabelle/HOL, Agda; Lean preferred.
  • Passion for formal verification and mechanized mathematics.
  • Ability to translate informal proofs into structured formal proofs.

Responsibilities

  • Translate informal proofs into Lean and related proof systems with clarity.
  • Analyze proofs to identify gaps and formalizable sub-structures.
  • Create formalizations that test the limits of proof assistants.
  • Collaborate with AI researchers on verification strategies.
  • Develop readable, reproducible proof scripts following best practices.
  • Advise on proof decomposition and lemma selection.
  • Investigate where automated provers break down and explain why.

Skills

Lean
Formal proof
Coq
Isabelle/HOL
Agda
Formal verification

Education

Master's degree or higher in Mathematics/Logic/CS

Tools

Lean (Lean 3/4)
Coq
Isabelle/HOL
Agda

Job description

Alignerr is seeking a Mathematical Formalization Specialist to translate advanced mathematical arguments into machine-verifiable Lean formalizations, bridging human intuition and automated theorem proving. This remote, hourly contract role targets mathematicians with a rigorous mindset and a passion for formal verification.

You will work with Lean, Coq, Isabelle/HOL, or Agda, analyze proofs, craft clear formalizations, and collaborate with AI researchers to push the boundaries of proof

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