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Talk by Chris Pattison (UC Berkeley)

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Claim: fault-tolerant universal computation uses only a constant number of global control lines plus a few fully controllable qubits, achieved by compiling 1D measurement‑free concatenated codes (Aharonov‑Ben‑Or style) into a depth‑three periodic circuit laid out as a folded ribbon on a 2D chip. Tools: local swap networks, encoded classical control streams decoded with majority/concatenated decoding, entanglement swapping/teleportation to make a fast random‑access memory. Results: logical memory with polylog overhead, threshold for local stochastic noise, and polylogarithmic time overhead (rather than linear W); requires very uniform qubits and nonstandard hardware.

AI-written summary · about

  1. 0:00Fault-tolerant quantum computation
  2. 1:05Scaling quantum hardware challenges
  3. 4:17Classical processor architecture
  4. 8:12Mapping 1D schemes to 2D tiles
  5. 15:33Fault-tolerant quantum memory
  6. 20:142D quantum memory in square
  7. 21:24Quantum processor with hard-coded circuits
  8. 24:17Universal operations with control bits
  9. 27:17Noiseless control from classical codes
  10. 30:29Processor capabilities and limits
  11. 36:50Speeding up with classical wires
  12. 39:45Polylogarithmic time overhead
  13. 42:25Hardware requirements and challenges
  14. 43:50Future directions and platforms
  15. 44:53Fabrication defects and thresholds
  16. 45:42Control lines in non-adaptive circuits
  17. 47:06Quantum versus classical decoding
  18. 47:27Feedback and interactive control
  19. 48:10Speedup from W to polylog W
  20. 49:15Simplifying architecture (no-error)
  21. 49:38Continuous ribbons in neutral atoms
  22. 51:45Ideal platforms for architecture
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