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Table 2 Estimates of variance components and genetic parameters of body weight at harvest and its uniformity measured under breeding and production environments, with or without log-transformation of the data

From: Genetic (co)variance of rainbow trout (Oncorhynchus mykiss) body weight and its uniformity across production environments

Trait/Parameter

Environment

Standardized

Log-transformed

Breeding

Production

Breeding

Production

Body weight

   

\( {\sigma}_p^2 \)

0.543

0.646

0.089

0.109

\( {\sigma}_a^2 \)

0.140

0.143

0.015

0.013

\( {\sigma}_c^2 \)

0.019

0.024

0.003

0.003

h 2 (SE)

0.258 (0.031)

0.221 (0.028)

0.170 (0.023)

0.120 (0.017)

c 2 (SE)

0.036 (0.007)

0.038 (0.006)

0.031 (0.005)

0.026 (0.004)

Uniformity of body weight

   

\( {\sigma}_{a_v, exp}^2 \) (SE)

0.0433 (0.014)

0.0354 (0.012)

0.0814 (0.030)

0.0289 (0.020)

\( {\sigma}_{a_v}^2 \)

0.0068

0.0085

0.0004

0.0003

\( {\sigma}_{c_v}^2 \)

0.0032

0.0031

0.0004

0.0005

\( C{V}_{a_v} \)

0.211

0.190

0.296

0.174

\( {h}_v^2 \)

0.011

0.010

0.024

0.010

\( {c}_v^2 \)

0.005

0.004

0.021

0.019

  1. \( {\sigma}_p^2 \) = phenotypic variance \( \left(2{\sigma}_u^2+{\sigma}_c^2+{\sigma}_e^2\right) \), where \( {\sigma}_e^2 \) is the residual variance for body weight; \( {\sigma}_a^2 \) and \( {\sigma}_{a_v}^2 \) = additive genetic variance for body weight and its uniformity, respectively; \( {\sigma}_c^2 \) = common environmental variance; \( C{V}_{a_v} \) = coefficient of additive genetic variance for uniformity \( \left({\sigma}_{a_v}/{\sigma}_E^2\right) \), where \( {\sigma}_E^2={\sigma}_e^2-2\ast {\sigma}_u^2 \); h 2 = heritability for body weight; c 2 = common environmental effect due to full-sib tanks; \( {h}_v^2 \) = heritability for uniformity; \( {c}_v^2 \) = same as c 2 but for uniformity of body weight.