2018
DOI: 10.1039/c8me00014j
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Correlative analysis of metal organic framework structures through manifold learning of Hirshfeld surfaces

Abstract: We demonstrate the use of non-linear manifold learning methods to map the connectivity and extent of similarity between diverse metal–organic framework (MOF) structures in terms of their surface areas by taking into account both crystallographic and electronic structure information.

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Cited by 17 publications
(9 citation statements)
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“…While much of the work so far has focused on deep generative modeling for drug molecules, 24 there are many other application domains which are benefiting from the application of deep learning to lead generation and screening, such as organic light emitting diodes, 25 organic solar cells, 26 energetic materials, 10,27 electrochromic devices, 28 polymers, 29 polypeptides, [30][31][32] and metal organic frameworks. 33,34 Our review touches on four major issues we have observed in the field. The first is the importance and opportunities for improvement by using different molecular representations.…”
mentioning
confidence: 99%
“…While much of the work so far has focused on deep generative modeling for drug molecules, 24 there are many other application domains which are benefiting from the application of deep learning to lead generation and screening, such as organic light emitting diodes, 25 organic solar cells, 26 energetic materials, 10,27 electrochromic devices, 28 polymers, 29 polypeptides, [30][31][32] and metal organic frameworks. 33,34 Our review touches on four major issues we have observed in the field. The first is the importance and opportunities for improvement by using different molecular representations.…”
mentioning
confidence: 99%
“…In this way, the resulting hypothetical reticular structures will be combined with experimental structures (e.g., CoRE MOFs) and subjected to high-throughput calculations for property data prediction on the level of molecular dynamics (e.g., Monte Carlo simulations for gas sorption), 147,149,150 density functional theory (e.g., point charges and band structures), 148,151,152 ab initio calculations, [153][154][155] and machine-learned models. 154,155 These calculated property data can be further used for statistical analysis (e.g., linear or non-linear regression and principal-component analysis) 149,156 or machine-learning methods (e.g., support vector machine [SVM], 157,158 random forest [RF], 155,159,160 genetic algorithm [GA], 161,162 k-nearest neighbors [k-NNs], 163,164 artificial neural networks [ANNs], 154,165,166 and other higher-level models) to decipher the properties of materials (AI-assisted property studies in Figure 3).…”
Section: The Computational Discovery Cyclementioning
confidence: 99%
“…The nature of short interatomic interactions in the crystal lattice has been studied by applying the Hirshfeld surface analysis and associated pseudo-mirror 2D (two-dimensional) ngerprint plots over the surface. [47][48][49][50] Normally, the parameter d norm plot was assessed by the calculations of the d e (external) and d i (internal) distances to the nearby atoms. The existence of a red colour patch (surfaces) mark on the blue surface represented a uctuating intensity amongst the interacting atoms in the d norm surface plot, which shows the existence of interactions lesser than or equal to the summation of the van der Waals radii of the two interacting nuclei.…”
Section: Hirshfeld Surface Analysismentioning
confidence: 99%