Lean Proof Architect for AI Reasoning (Remote) in London

Lean Proof Architect for AI Reasoning (Remote) in London

London Freelance 60000 - 80000 Β£ / year (est.) Working from home possible
Alignerr

At a Glance

  • Tasks: Translate informal proofs into Lean with clarity and correctness.
  • Company: Alignerr, a leader in AI reasoning and mathematical formalization.
  • Benefits: Flexible remote work, competitive hourly pay, and collaboration with top AI research labs.
  • Other info: Join a dynamic team focused on innovation and excellence in AI.
  • Why this job: Make a real impact in AI by formalising complex mathematical proofs.
  • Qualifications: Strong understanding of mathematical proofs and experience with Lean.

The predicted salary is between 60000 - 80000 Β£ per year.

Alignerr seeks a Mathematical Formalization Specialist to translate informal proofs into Lean (Lean 3 or Lean 4) with clarity and correctness.

You will analyze complex proofs and identify gaps, formalizing sub-structures within machine-verifiable mathematics.

Join a fully remote, flexible hourly contract to collaborate with AI research labs, extend formal verification pipelines, and produce readable proof scripts aligned with mathematical best practices.

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Lean Proof Architect for AI Reasoning (Remote) in London employer: Alignerr

Alignerr is an exceptional employer that champions innovation in healthcare through AI, offering a dynamic remote work environment that fosters collaboration and creativity. Employees benefit from a culture of continuous learning and professional development, with ample opportunities to grow within the organisation while contributing to groundbreaking projects that have a real impact on clinical research. Join us to be part of a forward-thinking team dedicated to transforming healthcare for the better.

Alignerr

Contact Details:

Alignerr Recruitment Team

We think you need these skills to ace Lean Proof Architect for AI Reasoning (Remote) in London

Mathematical Formalization
Lean 3
Lean 4
Proof Analysis
Formal Verification
Machine-Verifiable Mathematics
Clarity in Communication