2020
DOI: 10.1063/5.0017887
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Creating Gaussian process regression models for molecular simulations using adaptive sampling

Abstract: FFLUX is a new force field that combines the accuracy of quantum mechanics with the speed of force fields, without any link to the architecture of classical force fields. This force field is atom-focused and adopts the parameter-free topological atom from Quantum Chemical Topology (QCT). FFLUX uses Gaussian Process Regression (GPR) (aka kriging) models to make predicƟons of atomic properties, which in this work are atomic energies according to QCT's InteracƟng Quantum Atom (IQA) approach. Here we report the ad… Show more

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Cited by 35 publications
(45 citation statements)
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“…As in NNs, a challenge arises from the absence of the reference atomic contributions because there is no unique way to calculate them using quantum chemistry. Nevertheless, quantum-chemistry approaches based on Bader analysis 97 have been applied to generate atomic contributions for training kernel methods 98 and NN 99 potentials.…”
Section: Kernel Methods Potentialsmentioning
confidence: 99%
See 1 more Smart Citation
“…As in NNs, a challenge arises from the absence of the reference atomic contributions because there is no unique way to calculate them using quantum chemistry. Nevertheless, quantum-chemistry approaches based on Bader analysis 97 have been applied to generate atomic contributions for training kernel methods 98 and NN 99 potentials.…”
Section: Kernel Methods Potentialsmentioning
confidence: 99%
“…As in NNs, a challenge arises from the absence of the reference atomic contributions because there is no unique way to calculate them using quantum chemistry. Nevertheless, quantum-chemistry approaches based on Bader analysis 97 have been applied to generate atomic contributions for training kernel methods 98 and NN 99 potentials. Alternatively, kernel methods can partition the total energy into atomic contribution during training by solving the correspondingly modified system of linear equations as is done in GAP, 42 FCHL, 44,95 and aSLATM.…”
Section: Machine Learning Algorithmsmentioning
confidence: 99%
“…As in NNs, a challenge arises from the absence of the reference atomic contributions because there is no unique way to calculate them using quantum chemistry. Nevertheless, quantum-chemistry approaches based on Bader analysis 96 have been applied to generate atomic contributions for training kernel methods 97 and NN 98 potentials.…”
Section: Kernel Methods Potentialsmentioning
confidence: 99%
“…As in NNs, a challenge arises from the absence of the reference atomic contributions because there is no unique way to calculate them using quantum chemistry. Nevertheless, quantumchemistry approaches based on Bader analysis 97 have been applied to generate atomic contributions for training kernel methods 98 and NN 99 potentials. Alternatively, kernel methods can partition the total energy into atomic contribution during training by solving the correspondingly modied system of linear equations as is done in GAP, 42 FCHL, 44,95 and aSLATM.…”
Section: Kernel Methods Potentialsmentioning
confidence: 99%