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Quantum Frontiers | A blog by the Institute for Quantum Information and Matter @ Caltech

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Quantum Frontiers | A blog by the Institute for Quantum Information and Matter @ Caltech

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A blog by the Institute for Quantum Information and Matter @ Caltech

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Egendom Innehåll
type website
title Quantum Frontiers
description A blog by the Institute for Quantum Information and Matter @ Caltech
url https://quantumfrontiers.com/
site_name Quantum Frontiers
image https://s0.wp.com/i/blank.jpg?m=1383295312i
image:width 200
image:height 200
locale en_US

Rubriker

H1 H2 H3 H4 H5 H6
21 28 38 3 0 0
  • [H1] Quantum Frontiers
  • [H1] The FeMo-cofactor and classical and quantum computing
  • [H1] What is FeMo-co?
  • [H1] Exponential speedup and societal impact
  • [H1] Which FeMo-cofactor model?
  • [H1] Heuristics in the classical solution of the LLDUC FeMo-cofactor model
  • [H1] Implications of the classical solution for chemistry
  • [H1] Implications of the classical solution for quantum computing in chemistry
  • [H1] References
  • [H1] Nicole’s guide to navigating faculty-position offers
  • [H1] What is next in quantum advantage?
  • [H1] Quantum cartography
  • [H1] Spooky action nearby: Entangling logical qubits without physical operations
  • [H1] Has quantum advantage been achieved? Part 2: Considering the evidence
  • [H1] References
  • [H1] Has quantum advantage been achieved?
  • [H1] Part 1: What is quantum advantage and what has been done?
  • [H1] References
  • [H1] Nicole’s guide to interviewing for faculty positions
  • [H1] Quantum computing in the second quantum century
  • [H1] Make use of time, let not advantage slip
  • [H2] A blog by the Institute for Quantum Information and Matter @ Caltech
  • [H2] The next milestone: classically verifiable quantum advantage
  • [H2] 1. Demonstrate fault-tolerant quantum advantage
  • [H2] 2. Closing the verification loophole
  • [H2] Three milestones
  • [H2] What I did not talk about
  • [H2] So long, and thanks for all the fish!
  • [H2] References
  • [H2] Logical entanglement is not easy
  • [H2] Phantom codes: Logical entanglement without physical operations
  • [H2] Larger space of codes to explore
  • [H2] Back to being spooked
  • [H2] What’s the issue?
  • [H2] The noisy sampling task
  • [H2] Quantum advantage of finite-fidelity RCS
  • [H2] Getting the scaling right: weak noise and low depth
  • [H2] Fidelity versus XEB: a phase transition
  • [H2] Where are the experiments?
  • [H2] The phase transition matters!
  • [H2] But we can’t compute the XEB!
  • [H2] That’s exactly how experiments work!
  • [H2] What are the counter-arguments?
  • [H2] What is quantum advantage?
  • [H2] Random circuits are really hard to simulate!
  • [H2] The breakthrough: classically hard programmable quantum computations in the real world
  • [H2] Proxy of a proxy of a benchmark
  • [H2]
  • [H2]
  • [H3] Main menu
  • [H3] Post navigation
  • [H3] Share this:
  • [H3] Share this:
  • [H3] Fault-tolerant quantum advantage
  • [H3] Random circuits with symmetries
  • [H3] Verification with planted secrets
  • [H3] Certifiable random numbers
  • [H3] OTOC
  • [H3] Noisy complexity
  • [H3] Share this:
  • [H3] Share this:
  • [H3] Share this:
  • [H3] The theoretical computer scientist
  • [H3] The complexity maniac
  • [H3] The enthusiastic skeptic
  • [H3] The “this is unfair” argument
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  • [H3] Post navigation
  • [H3] Search Quantum Frontiers
  • [H3] Follow our feed
  • [H3] Follow Quantum Frontiers
  • [H3] Like us on Facebook
  • [H3] Top Posts & Pages
  • [H3] Latest comments
  • [H3] Preposterous Universe
  • [H3] Shtetl-Optimized
  • [H3] Quanta Rei
  • [H3] Godel’s Lost Letter and P=NP
  • [H3] Recent Posts
  • [H3] Archives
  • [H3] Categories
  • [H3] Meta
  • [H3]
  • [H4] 2.1 Efficient quantum verification using random circuits with symmetries
  • [H4] 2.2 Classical verification using random circuits with planted secrets
  • [H4] Towards applications: certifiable random number generation

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gates more circuits advantage quantum circuit logical from classical random

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quantum 308
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