Physics Expert (High Energy / Mathematical Physics) | Remote - Contract

About this role

Role Title: Physics Expert (High Energy / Mathematical Physics) Role Type: Contractor Location: Remote We are engaging Physics Experts (High Energy / Mathematical Physics) to contribute their advanced subject-matter knowledge to a frontier customer project in theoretical physics. In this role, you'll apply your expertise to help train next-generation AI systems. Your work will shape how models learn, reason, and perform through high-quality, real-world input.

No prior experience in AI is required — your domain knowledge is what matters. This engagement centers on the latest research in Holography, AdS/CFT, and Weyl anomalies in dimensions d ≤ 8. Participants may be considered for one or more distinct assignments: Solver, Auditor, or Adjudicator, depending on subfield fit and proven hands-on experience. Required Skills AdS/CFT on-shell gravitational action Weyl-Fefferman-Graham gauge tensor algebra of boundary curvature invariants Physics Scope of Work Analyze research-level problems involving AdS/CFT correspondence, on-shell gravitational actions, and Weyl-Fefferman-Graham gauge frameworks.

Formulate or verify complex tensor algebra expressions, particularly those involving boundary curvature invariants in dimensions up to 8. Develop, review, or adjudicate solutions related to holographic Weyl anomalies and related benchmarks in mathematical physics. Preferred Qualifications Advanced expertise in high energy or mathematical physics, with direct experience in AdS/CFT, gravitational actions, and holographic dualities.

Extensive familiarity with Weyl anomalies, Fefferman-Graham expansion, and higher-dimensional boundary curvature invariants. Strong command of tensor algebra, differential geometry, and the technical machinery relevant to holographic methods. Demonstrated ability to communicate complex scientific ideas effectively in both written and verbal formats. Originally posted on Himalayas

Source listing: himalayas_spain_p2