Remote Lean 4 Formal Verification Scientist

Alignerr Corp.

Seattle (WA)

Remote

USD 55,000 - 96,000

Full time

1 hour ago
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Job summary

Alignerr is seeking a Formal Verification Scientist to translate advanced human-written proofs into precise Lean-based formalizations. This fully remote, hourly contract role offers 10–40 hours per week for mathematicians who thrive at the intersection of rigorous proof construction and cutting-edge CS.

You will translate informal arguments into clean, structured machine-verifiable proofs, collaborate with AI researchers, and push the boundaries of what proof assistants can express and automate.

Qualifications

  • Master's degree or higher in Mathematics or related field.
  • Strong proof-writing across algebra, analysis, topology, logic.
  • Experience with Lean/Coq/Isabelle or similar systems.

Responsibilities

  • Translate informal proofs into Lean 4 and related systems with clarity.
  • Analyze proofs, identify gaps, and formalize sub-structures.
  • Construct formalizations that test limits of proof assistants.
  • Collaborate with AI researchers to improve verification pipelines.
  • Create readable, reproducible proof scripts following best practices.
  • Advise on proof decomposition and lemma selection for models.
  • Formalize classical proofs and compare with textbook arguments.
  • Investigate where automated provers fail due to complexity.

Skills

Proof writing
Formal reasoning
Mathematical maturity

Education

Master's degree in Mathematics or related field

Tools

Lean
Lean 4
Coq
Isabelle/HOL
Agda

Job description

Alignerr is seeking a Formal Verification Scientist to translate advanced human-written proofs into precise Lean-based formalizations. This fully remote, hourly contract role offers 10–40 hours per week for mathematicians who thrive at the intersection of rigorous proof construction and cutting-edge CS.

You will translate informal arguments into clean, structured machine-verifiable proofs, collaborate with AI researchers, and push the boundaries of what proof assistants can express and automate.

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