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Table 5 Estimates of regression coefficients (\(\beta\)) from the bivariate regression of the long-term contributions (\(r\)) on estimated breeding values (\({\text{EBV}}\)) and estimated Mendelian sampling terms (\(\hat{a}\)) for all individuals with \(r_{i}^{ + } = 1\)

From: Selective advantage of implementing optimal contributions selection and timescales for the convergence of long-term genetic contributions

 

Pre-OCS

OCS

\(\beta\) (s.e.)

\(F\)

\(\beta\) (s.e.)

\(F\)

Males

\({\text{EBV}}\)

15.87 (7.19)

4.87

38.19 (53.82)

0.50

\(\hat{a}\)

− 13.92 (12.36)

1.27

53.63 (62.43)

0.74

Females

\({\text{EBV}}\)

4.36 (3.07)

2.02

− 2.97 (5.00)

0.35

\(\hat{a}\)

− 4.08 (5.31)

0.59

15.97 (7.46)

4.58

  1. Standard errors (s.e.) are between parentheses. The importance of the terms is assessed using F-values; the numerator d.f. = 1, and denominator d.f. are 115, 216, 32 and 176 for Pre-OCS males and females, and OCS males and females, respectively