[Illinois] PHYS466 2013 Lecture 34: Diffusion MC
[Illinois] PHYS 466 Lecture 34: Diffusion MC
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1. Basic DMC algorithm
0
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2. Population Bias
250.87904191616767
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3. Importance Sampling Kalos 1970…
316.11840698122086
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4. Forward Walking Kalos et al. 1…
347.11040766565429
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5. Importance Sampling Kalos 1970…
414.67296915771908
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6. Forward Walking Kalos et al. 1…
484.21901869358766
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7. Mixed estimators
733.51867219917
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8. Forward Walking Kalos et al. 1…
983.93403772939223
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9. Mixed estimators
1075.2984557471018
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10. Forward Walking Kalos et al. 1…
1100.5879283055995
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11. Fusion sticking coefficient Ph…
1134.5551610557386
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12. Model fermion problem: Particl…
1251.704923642897
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13. Exact fermion calculations
1472.2440005133251
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14. Scaling in Released-Node
1483.1531847542456
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15. Model fermion problem: Particl…
1519.9716815673526
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16. Scaling in Released-Node
1526.2940497069769
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17. Exact fermion calculations
1531.9965778329126
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18. General statement of the "ferm…
1612.6997476151773
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19. Scaling in Released-Node
1774.4779911879198
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20. General statement of the "ferm…
1814.7675920776833
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21. "Solved Problems"
1848.7348248278222
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22. The sign problem
1889.0244257175857
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23. General statement of the "ferm…
1948.5290670316979
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24. The sign problem
2026.6289087564699
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25. Fixed-node method
2138.0761432176928
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26. Model fermion problem: Particl…
2178.1178081019807
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27. Fixed-node method
2230.1843692518287
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28. Proof of fixed-node theorem
2282.9947384181032
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29. Fixed-node method
2395.4337169012274
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30. Model fermion problem: Particl…
2415.5165333447408
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31. Fixed-node method
2506.2611113487619
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32. Nodal Properties
2546.5507122385252
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33. Fixed-Phase method Ortiz, Mart…
2648.452410488942
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34. Summary of T=0 methods
2819.9001582752276
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