
Lean Engineer, Formal Mathematics, Lean 4, Mathlib, Theorem Proving
Posted 1 day ago

Posted 1 day ago
This is a fully remote position, open to applicants in United States.
β’ Craft precise and idiomatic Lean 4 statements and proofs that compile with the current mathlib.
β’ Formalize mathematics expressed in natural language, including competition problems, textbook results, and advanced research lemmas.
β’ Evaluate AI-generated Lean statements and proofs, pinpoint failures or erroneous conclusions, and deliver specific written feedback.
β’ Assist in establishing guidelines and rubrics for proof quality, statement accuracy, and adherence to mathlib conventions.
β’ Collaborate with Lean engineers and AI lab researchers to uphold consistent standards and enhance quality.
β’ Engage in projects focused on training and improving AI systems.
β’ Practical experience in writing formal proofs using Lean 4.
β’ Proficient in mathlib and Lean 4 tactics, including the ability to locate and apply relevant lemmas.
β’ Strong foundation in proof-based mathematics, theoretical computer science, or logic, demonstrated through a degree or research experience.
β’ Capability to convert written statements and proofs into accurate formal statements and proofs that validate.
β’ Availability for a minimum of 20 hours per week during weekdays.
β’ Excellent written communication skills and the ability to articulate proof strategies and formalization decisions clearly.
β’ Preferred: experience with Coq/Rocq, Isabelle, Agda, Haskell, Lean metaprogramming, or AI applications in mathematics.
β’ Must be able to work independently without H1-B or STEM OPT support.
β’ W-2 employment, including payroll, benefits, and compliance managed through Cincinnatus LLC or an appropriate international entity.
β’ Weekly payments via Stripe or Wise based on services rendered.
β’ Fully remote work opportunity with a flexible schedule.
β’ Chance to collaborate with top researchers and contribute to the development of next-generation AI systems.
β’ Referral bonus of up to $1,760 for each successful referral.
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