IMA 2013 UQ: DFT-based Thermal Properties: Three Levels of Error Management
IMA 2013 UQ: DFT-based Thermal Properties: Three Levels of Error Management
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1. DFT-based thermal properties: …
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2. Temperature can critically cha…
12.645979312645979
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3. Temperature can critically cha…
58.758758758758759
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4. First-principles predictions o…
75.508842175508846
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5. First-principles predictions o…
155.7223890557224
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6. Semi-empirical predictions: th…
264.76476476476478
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7. Semi-empirical predictions: th…
474.40774107440774
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8. Three levels of error manageme…
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9. Three levels of error manageme…
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10. Three levels of error manageme…
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11. Three levels of error manageme…
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12. Three levels of error manageme…
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13. A comprehensive solid-state be…
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14. Content
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15. The Δ-gauge compares equation…
734.76810143476814
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16. How to compare implementations
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17. How to compare implementations
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18. Δ as a numerical quality fact…
886.15281948615291
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19. Δ as a numerical quality fact…
920.72072072072081
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20. Δ as a numerical quality fact…
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21. Content
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22. Systematic and residual errors
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23. Outliers are not representativ…
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24. Outliers are not representativ…
1178.2449115782449
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25. Outliers are not representativ…
1188.4551217884552
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26. Automatic outlier detection
1247.3139806473141
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27. From statistics to intrinsic e…
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28. Overview for different propert…
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29. Content
1362.7961294627962
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30. Thermal expansion
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31. Thermal expansion
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32. Melting temperature
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33. Semi-empirical errors
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34. Two possible reasons for outli…
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35. Semi-empirical ≈ high-level …
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36. Content
1768.2015348682016
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37. Intrinsic >> numerical errors
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38. Semi-empirical >> intrinsic er…
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39. Content
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40. Conclusion
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41. Acknowledgments
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42. More information?
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