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Correction: Exponential random graph model parameter estimation for very large directed networks.

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Abstract

[This corrects the article DOI: 10.1371/journal.pone.0227804.].

Entities:  

Year:  2020        PMID: 32208454      PMCID: PMC7092966          DOI: 10.1371/journal.pone.0231023

Source DB:  PubMed          Journal:  PLoS One        ISSN: 1932-6203            Impact factor:   3.240


There are errors in the entries in the final columns of Tables 2 and 3 introduced during the typesetting process. The publisher apologizes for these errors. Please see the correct Tables 2 and 3 here.
Table 2

Results from estimation of simulated networks using EstimNetDirected estimating Type II error rate.

NAttributesEffectBiasRMSEestim.lowerupperin C.I. (%)NCNR¯
2000CategoricalA2P-TD-0.02850.041140315010010032.00
2000CategoricalAinS0.00600.129800410010032.00
2000CategoricalAKT-T0.01570.020800410010032.00
2000CategoricalAoutS-0.43460.45060049810032.00
2000CategoricalArc0.55140.6120100961008510032.00
2000CategoricalMatching-0.00580.039600410010032.00
2000CategoricalMatchingReciprocity0.09300.290100410010032.00
2000CategoricalReciprocity-0.06360.274500410010032.00
2000BinaryA2P-TD-0.02430.043969597710010031.98
2000BinaryAinS-0.01090.097400410010031.98
2000BinaryAKT-T0.03160.13353189010031.98
2000BinaryAoutS-0.22280.239500410010031.98
2000BinaryArc0.21180.30776757759810031.98
2000BinaryInteraction-0.13500.19150045010031.98
2000BinaryReceiver-0.03480.10830049710031.98
2000BinaryReciprocity-0.13590.16380046310031.98
2000BinarySender-0.24700.26170041610031.98

The “estim.”, “lower”, and “upper” columns show the point estimate and lower and upper 95% confidence interval (C.I.), respectively, of the Type II error rate (false negative rate). This C.I. is computed as the Wilson score interval. The “in C.I. (%)” column is the coverage rate for the nominal 95% confidence interval of the EstimNetDirected point and standard error estimates. Results are over 100 networks, each of which has 32 parallel estimation runs. N is the number of networks for which a converged estimate was found (out of 100). is the mean number of runs that converged (out of 32). Runs that did not converge are not included in the estimates.

Table 3

Results from estimation of full network using EstimNetDirected estimating Type I error rate.

NAttributesEffectBiasRMSEestim.lowerupperin C.I. (%)NCNR¯
2000CategoricalA2P-TD-0.02170.06571059910031.94
2000CategoricalAinS-0.00170.06481059910032.00
2000CategoricalAKT-T-0.01540.083700410010032.00
2000CategoricalAoutS-0.01290.07061059910032.00
2000CategoricalMatching0.02390.0440116198910032.00
2000CategoricalMatchingReciprocity0.12460.198195169110032.00
2000CategoricalReciprocity0.48090.54932179810030.86
2000BinaryA2P-TD-0.01430.01982179810032.00
2000BinaryAinS-0.12340.18301059910032.00
2000BinaryAKT-T-0.24730.55631059910029.32
2000BinaryAoutS-0.00110.095400410010032.00
2000BinaryInteraction-0.79663.0590411596467.02
2000BinaryReceiver0.03130.157752119510031.33
2000BinaryReciprocity-0.31271.23600014100246.96
2000BinarySender0.02440.12522179810030.73

The “estim.”, “lower”, and “upper” columns show the point estimate and lower and upper 95% confidence interval (C.I.), respectively, of the Type I error rate (false positive rate). This C.I. is computed as the Wilson score interval. The “in C.I. (%)” column is the coverage rate for the nominal 95% confidence interval of the EstimNetDirected point and standard error estimates. Results are over 100 networks, each of which has 32 parallel estimation runs. N is the number of networks for which a converged estimate was found (out of 100). is the mean number of runs that converged (out of 32). Runs that did not converge are not included in the estimates.

The “estim.”, “lower”, and “upper” columns show the point estimate and lower and upper 95% confidence interval (C.I.), respectively, of the Type II error rate (false negative rate). This C.I. is computed as the Wilson score interval. The “in C.I. (%)” column is the coverage rate for the nominal 95% confidence interval of the EstimNetDirected point and standard error estimates. Results are over 100 networks, each of which has 32 parallel estimation runs. N is the number of networks for which a converged estimate was found (out of 100). is the mean number of runs that converged (out of 32). Runs that did not converge are not included in the estimates. The “estim.”, “lower”, and “upper” columns show the point estimate and lower and upper 95% confidence interval (C.I.), respectively, of the Type I error rate (false positive rate). This C.I. is computed as the Wilson score interval. The “in C.I. (%)” column is the coverage rate for the nominal 95% confidence interval of the EstimNetDirected point and standard error estimates. Results are over 100 networks, each of which has 32 parallel estimation runs. N is the number of networks for which a converged estimate was found (out of 100). is the mean number of runs that converged (out of 32). Runs that did not converge are not included in the estimates.
  1 in total

1.  Exponential random graph model parameter estimation for very large directed networks.

Authors:  Alex Stivala; Garry Robins; Alessandro Lomi
Journal:  PLoS One       Date:  2020-01-24       Impact factor: 3.240

  1 in total

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