2014
DOI: 10.1016/j.commatsci.2013.10.016
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Informatics-aided bandgap engineering for solar materials

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Cited by 143 publications
(106 citation statements)
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“…Another technique is regularization of the linear coefficients (i.e., reducing the l 1 and/or l 2 norm) through approaches such as least absolute shrinkage and selection operator (LASSO) 87 (penalizes l 1 norm), ridge regression (penalizes l 2 norm), or Elastic net 88 (penalizes a combination of l 1 and l 2 norm). These methodologies help reduce the number and strength of correlated or unhelpful predictors and have been successfully applied to several materials predictions problems such as chalcopyrite band gap prediction, 89 band gap engineering, 90 scintillator discovery, 91 mechanical properties of alloys 92 and phosphor data mining. 93 An example of the application of such techniques is the use of principal component linear regression analysis by Curtarolo et al to predict energies of compounds.…”
Section: Linear Modelsmentioning
confidence: 99%
“…Another technique is regularization of the linear coefficients (i.e., reducing the l 1 and/or l 2 norm) through approaches such as least absolute shrinkage and selection operator (LASSO) 87 (penalizes l 1 norm), ridge regression (penalizes l 2 norm), or Elastic net 88 (penalizes a combination of l 1 and l 2 norm). These methodologies help reduce the number and strength of correlated or unhelpful predictors and have been successfully applied to several materials predictions problems such as chalcopyrite band gap prediction, 89 band gap engineering, 90 scintillator discovery, 91 mechanical properties of alloys 92 and phosphor data mining. 93 An example of the application of such techniques is the use of principal component linear regression analysis by Curtarolo et al to predict energies of compounds.…”
Section: Linear Modelsmentioning
confidence: 99%
“…Such methods have been applied to estimate a wide range of material properties such as the melting temperature [11,12], the ionic conductivity [13,14], the phase stability [15,16], the potential energy surface [17][18][19], the atomization energy of molecules [20,21], and so on. On the prediction of the band-gap, a few applications of regression methods have been reported [22][23][24]. Setwayan et al estimated a relationship between PBE KS-gap and experimental band-gap by ordinary least squares regression (OLSR) from a dataset composed of about 100 compounds established on the database AFLOWLIB [2] including both of direct and indirect band-gaps [22].…”
Section: Introductionmentioning
confidence: 99%
“…Setwayan et al estimated a relationship between PBE KS-gap and experimental band-gap by ordinary least squares regression (OLSR) from a dataset composed of about 100 compounds established on the database AFLOWLIB [2] including both of direct and indirect band-gaps [22]. Dey et al predicted the direct band-gap of about 200 ternary chalcopyrite compounds from 28 experimental band-gap observations by OLSR, sparse partial least square regression and least absolute shrinkage and selection operator (LASSO) methods with predictors such as valence, atomic number, melting point, electronegativity and pseudopotential radii of each element [23]. Gu et al, applied support vector regression (SVR) and artificial neural network to predict experimental band-gaps of 25 binary and 31 ternary compounds with some elementspecific predictors [24].…”
Section: Introductionmentioning
confidence: 99%
“…The theory has shown immense usefulness in feature selection and ranking of variables from data www.annualreviews.org • Materials Informatics or information systems (54)(55)(56). Our group has been incorporating rough-set methods to extract general patterns in the data (57,58); continuous variables need to be discretized into intervals by proper selection of variable values (or cuts) that demarcate the boundary of two consecutive intervals. In other words, if a variable contributes a larger number of cuts or subclassifications to the prediction of a property than does another variable, then that first variable is considered to be more significant in determining that property.…”
Section: Identifying Fuzzy Genesmentioning
confidence: 99%