ML RDES SPARSDES: Difference between revisions
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{{TAGDEF| | {{DISPLAYTITLE:ML_RDES_SPARSDES}} | ||
{{TAGDEF|ML_RDES_SPARSDES|[real]|0.5}} | |||
Description: | Description: Sets the ratio of descriptors kept during angular-descriptor sparsification. | ||
{{NB|mind|This tag is only available as of VASP 6.4.3.}} | |||
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During [[Machine_learning_force_field:_Theory#Sparsification_of_angular_descriptors|angular-descriptor sparsification]] ({{TAG|ML_LSPARSDES}}=T), insignificant angular descriptors are removed based on a leverage scoring. The percentage of angular descriptors that are kept is determined by the value of {{TAG|ML_RDES_SPARSDES}}, which must be chosen between <math>0 < r \leq 1</math>. In practice, we recommend scanning a range between 0.1 to 0.9. Removing angular descriptors increases the performance of a force field, but it decreases accuracy at the same time. One method of finding the optimal tradeoff between accuracy and performance is to do a Pareto front with run time on the x-axis and accuracy on the y-axis. | |||
== Related tags and articles == | |||
{{TAG|ML_LMLFF}}, {{TAG|ML_LSPARSDES}}, {{TAG|ML_NRANK_SPARSDES}}, {{TAG|ML_DESC_TYPE}} | |||
{{sc|ML_EPS_LOW|Examples|Examples that use this tag}} | |||
{{ | |||
[[Category:INCAR tag]][[Category:Machine-learned force fields]] | |||
[[Category:INCAR]][[Category:Machine |
Latest revision as of 14:01, 20 March 2024
ML_RDES_SPARSDES = [real]
Default: ML_RDES_SPARSDES = 0.5
Description: Sets the ratio of descriptors kept during angular-descriptor sparsification.
Mind: This tag is only available as of VASP 6.4.3. |
During angular-descriptor sparsification (ML_LSPARSDES=T), insignificant angular descriptors are removed based on a leverage scoring. The percentage of angular descriptors that are kept is determined by the value of ML_RDES_SPARSDES, which must be chosen between . In practice, we recommend scanning a range between 0.1 to 0.9. Removing angular descriptors increases the performance of a force field, but it decreases accuracy at the same time. One method of finding the optimal tradeoff between accuracy and performance is to do a Pareto front with run time on the x-axis and accuracy on the y-axis.