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Table 4 Proportion of the number of SNPs and genetic variance explained in the four normal distributions modeled in BayesR

From: Genomic prediction based on selective linkage disequilibrium pruning of low-coverage whole-genome sequence variants in a pure Duroc population

Trait

0 * \({{\varvec{\upsigma}}}_{\mathbf{g}}^{2}\)

0.0001 * \({{\varvec{\upsigma}}}_{\mathbf{g}}^{2}\)

0.001 * \({{\varvec{\upsigma}}}_{\mathbf{g}}^{2}\)

0.01 * \({{\varvec{\upsigma}}}_{\mathbf{g}}^{2}\)

Pnum (%)

Pvar (%)

Pnum (%)

Pvar (%)

Pnum (%)

Pvar (%)

Pnum (%)

Pvar (%)

AGE

97.42

0

2.30

29.17

0.24

30.34

0.032

40.20

BF

97.29

0

2.37

29.85

0.32

39.03

0.028

30.89

TTN

98.17

0

1.52

19.21

0.26

32.86

0.040

47.64

  1. Results were obtained using the LCS_LD0.90 marker set
  2. σ2g genetic variance explained by the LCS_LD0.90 marker set, Pnum proportion of the number of SNPs in a distribution to the total SNP set (LCS_LD0.90), Pvar proportion of genetic variance explaining \({\upsigma }_{\mathrm{g}}^{2}\), AGE age to 100 kg live weight, BF back fat thickness, TTN total teat number