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2D Local Quantum Advantage

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2D Local Quantum Advantage | Next

Hubbard series 3 — IBM Nighthawk, 72 fermion modes and our local timing benchmark.

Can we, as a student/hobby project, use a quantum computer to beat our own classical computer on recorded computation time? This third Hubbard series follows that concrete question: from fermion theory and mapping to 72 modes on IBM Nighthawk, error mitigation and a local timing ratio of approximately 20x.

The claim is deliberately precise: approximately twenty times less registered QPU time than the kernel time of our current classical chi64 baseline. This is not yet a matched-accuracy or end-to-end advantage. Both limitations are explained alongside the results.

Reading order

  1. Part 1: A laptop as our benchmark: the Nighthawk project
  2. Part 2: What does U=8 dynamics mean? The full fermion model
  3. Part 3: From a 2D lattice to hardware: mapping and circuit depth
  4. Part 4: Small pilots: is the problem shots or the circuit?
  5. Part 5: Readout, ZNE, PEC and TFLO: what did we actually use?
  6. Part 6: Our 6×6 results: charge, spin and doublons
  7. Part 7: Approximately 20x: our local timing milestone explained
  8. Part 8: How close are we to Google and the Bonsai results?
  9. Part 9: From a fast run to a reliable answer

Earlier series and source material

  • Hubbard 1D
  • Hubbard 2D
  • Nighthawk repository

The nine articles are available through the links above. The associated GitHub repository remains private; access to the research archive requires permission. The earlier Hubbard series remain available.

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