Quantum Algorithmic Breakeven: on Scaling Up with Noisy Qubits
Quantum Algorithmic Breakeven: on Scaling Up with Noisy Qubits
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1. Quantum Algorithmic Breakeven:…
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2. Algorithmic Scaling
27.027027027027028
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3. Algorithmic Scaling
95.829162495829166
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4. Algorithmic Scaling
115.91591591591592
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5. Algorithmic Scaling
123.8571905238572
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6. Algorithmic Scaling
136.40306973640307
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7. Trying for speedup: D-Wave 200…
151.7183850517184
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8. Trying for speedup: D-Wave 200…
200.93426760093428
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9. D-Wave 2000Q scaling disadvant…
292.22555889222559
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10. Why no speedup?
359.49282615949284
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11. Why no speedup?
410.57724391057724
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12. Enter Quantum Error Correction…
460.96096096096096
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13. Algorithmic Success with QEC
477.1438104771438
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14. Algorithmic Breakeven with QEC
525.42542542542549
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15. Algorithmic breakeven with qua…
596.363029696363
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16. Brief intro to D-Wave processo…
604.03737070403736
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17. Brief intro to D-Wave processo…
720.653987320654
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18. Algorithmic breakeven with qua…
869.86986986987
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19. Algorithmic breakeven with qua…
961.1611611611612
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20. Up the ante: analog control er…
1057.0904237570906
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21. Time-to-solution as a function…
1197.7644310977644
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22. Time-to-solution as a function…
1249.8164831498166
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23. Time-to-solution data collapse…
1304.4044044044044
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24. Time-to-solution data collapse…
1395.4954954954956
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25. Beyond D-Wave: The IARPA Quant…
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26. Quantum Algorithmic Breakeven
1571.4047380714048
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