Remote Quantum Physicist (Condensed Matter & Quantum Info)

RemoteJobsOne

Dubai

Remote

AED 506,000 - 860,000

Part time

7 days ago
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Job summary

RemoteJobsOne is seeking a Physics Expert (Condensed Matter / Quantum Information) for a fully remote contractor role open to candidates based in the United Arab Emirates. You will apply deep domain knowledge to train next-generation AI systems using frontier physics benchmarks.

Responsibilities include developing exact diagonalization implementations with symmetries, constructing large Hilbert spaces, and providing detailed analytic feedback.

Qualifications

  • PhD or equivalent in condensed matter physics or quantum information.
  • Expertise in exact diagonalization and symmetry usage for large systems (QuSpin).
  • Experience block-diagonalizing Hamiltonians and handling large Hilbert spaces.
  • Strong knowledge of quantum many-body scars and Rydberg blockade.
  • Experience analyzing overlaps with Z2 states and interpreting results.

Responsibilities

  • Develop exact diagonalization implementations using translation and reflection symmetries (L ≥ 26).
  • Construct and manipulate block-diagonalized subspaces for large quantum systems.
  • Evaluate overlaps with Z2 states and interpret results in constrained dynamics.
  • Provide detailed written feedback and analytic reports for research benchmarks.
  • Serve as Solver, Auditor or Adjudicator based on subfield alignment and seniority.

Skills

Exact diagonalization
Quantum information expertise
Strong analytical skills
Scientific communication

Education

PhD in physics or related field

Tools

QuSpin
Matrix diagonalization tools

Job description

RemoteJobsOne is seeking a Physics Expert (Condensed Matter / Quantum Information) for a fully remote contractor role open to candidates based in the United Arab Emirates. You will apply deep domain knowledge to train next-generation AI systems using frontier physics benchmarks.

Responsibilities include developing exact diagonalization implementations with symmetries, constructing large Hilbert spaces, and providing detailed analytic feedback.

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