Table 1 Summary of the different HT studies reported in the review, and the techniques used to evaluate the descriptors (M* is the effective mass, Eg the band gap)

From: Transparent conducting materials discovery using high-throughput computing

Authors

m*

E g

Dopabity

Peng et al.35

\(M_{{\mathrm{DOS}}}^ \ast\)

GW

E f

Hautier et al.24

\(M_\sigma ^ \ast\)

GW

E f

Hautier et al.28

\(M_\sigma ^ \ast\)

GW

E f

Bhatia et al.103

\(M_\sigma ^ \ast\)

GW

E f

Sarmadian et al.56

\(M_{{\mathrm{line}}}^ \ast\)

HSE

BPE

Sarmadian et al.30

\(M_{{\mathrm{line}}}^ \ast\)

HSE

BPE

Cerqueira et al.106

\(M_\sigma ^ \ast\)

DFT

Shi et al.107

\(M_\sigma ^ \ast\)

HSE

BPE

Yim et al.37

\(M_\sigma ^ \ast\)

HSE

FEH

Yan et al.105

\(M_{{\mathrm{fitted}}}^ \ast\)

HSE + GW

E f

Varley et al.108

\(M_\sigma ^ \ast\)

GW

E f

Raghupathy et al.29

\(M_{{\mathrm{fitted}}}^ \ast\)

HSE

E f

Raghupathy et al.110

\(M_\sigma ^ \ast\)

HSE

E f

Ha et al.109

\(M^\ast_\sigma\)

GW

E f

  1. \(M_{{\mathrm{DOS}}}^ \ast\), \(M_{{\mathrm{fitted}}}^ \ast\), \(M_{{\mathrm{line}}}^ \ast\), and \(M_\sigma ^ \ast\) are the density of states effective mass, the effective mass fitted on a parabolic energy dispersion, the effective mass evaluated on lines in the Brillouin zone, and the conductivity effective mass. For the dopability, Ef means that a full defect study has been performed.