1998
DOI: 10.1016/s0301-6226(98)00114-6
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Estimation of additive and non-additive genetic parameters for carcass traits on bulls in dairy, dual purpose and beef cattle breeds

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Cited by 13 publications
(16 citation statements)
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“…The first two correlations are consistent with the previous studies on beef and dairy cattle, which have the average estimates of 0.42 (r P = 0.49) and 0.12 (r P = 0.47) Dijkstra et al, 1990;Hirooka et al, 1998;Liinamo et al, 1999;Parkkonen et al, 2000;Eriksson et al, 2003;Hickey et al, 2007). Our estimates for the correlations between conformation and fat seem to be, at first sight, in contrast with the literature average of 0.20 (r P = 0.28).…”
Section: Trait Variationsupporting
confidence: 90%
See 1 more Smart Citation
“…The first two correlations are consistent with the previous studies on beef and dairy cattle, which have the average estimates of 0.42 (r P = 0.49) and 0.12 (r P = 0.47) Dijkstra et al, 1990;Hirooka et al, 1998;Liinamo et al, 1999;Parkkonen et al, 2000;Eriksson et al, 2003;Hickey et al, 2007). Our estimates for the correlations between conformation and fat seem to be, at first sight, in contrast with the literature average of 0.20 (r P = 0.28).…”
Section: Trait Variationsupporting
confidence: 90%
“…The average heritabilities across breeds for carcass weight, carcass conformation and carcass fat were 0.43, 0.34 and 0.33. Across the studies in which all the three traits have been recorded, the average heritability estimates are 0.30, 0.23 and 0.20, revealing the same pattern as in our data, yet with a lower overall level Dijkstra et al, 1990;Hirooka et al, 1998;Liinamo et al, 1999;Parkkonen et al, 2000;Eriksson et al, 2003;Hickey et al, 2007;Veselá et al, 2011). Our estimate of 0.43 for carcass weight is, however, not unusual.…”
Section: Trait Variationsupporting
confidence: 82%
“…The estimate of heterosis effects for TM by the Dickerson model was larger than the estimate of dominance effects by the Kinghorn model for all crosses. This has previously been documented in several crossbreeding studies elsewhere (Hirooka et al, 1998;Kahi et al, 2000a;Demeke et al, 2004) and is possibly due to the differences in the definition of heterosis effects in the Dickerson model and the dominance effect in the Kinghorn model. Dickerson (1969Dickerson ( , 1973 defined the heterosis effect as a deviation from parental averages, due to increased average heterozygosity of F 1 crossbreed and this includes epistatic effects.…”
Section: Effects Of Crossbreeding Parameters On Lactation Curve and Lmentioning
confidence: 60%
“…In this study, the hypothesis X of Kinghorn (1980) which considers only additive × additive interactions was assumed. This hypothesis is generally adopted to estimate crossbreeding parameters (Koch et al, 1985;Hirooka et al, 1998;Kahi et al, 2000a). The difference of coefficients between the Dickerson and Kinghorn models was given by Koch et al (1985) and Grosshans et al (1994).…”
Section: Statistical Analysesmentioning
confidence: 99%
“…For these reasons, we decided to assume fixed models. According to several studies [2,14,21], the standard errors from models that ignore random effects were smaller than the mixed models and then, they probably were underestimated.…”
Section: Discussionmentioning
confidence: 99%