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Different approaches of estimating economical values for drip loss as lognormally distributed trait

机译:以对数正态分布特征估算滴水损失经济价值的不同方法

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摘要

Economic values for meat quality traits for breeding purposes are often calculated assuming normal distribution of the trait. Phenotypic data on drip loss measurements regarding case-ready meat (CRM) and premium cuts (PC) from a field trial of 374 commercially slaughtered pigs revealed lognormal distribution rather than normal distribution for this population. Three different approaches of calculating the economic values (assuming normal distribution, lognormal distribution and shifted lognormal distribution) were compared considering in a first scenario four quality classes and in a second scenario linear weight loss. Differences among the approaches of calculation of economic values were found in magnitude and position of the maximum absolute economic value. The highest absolute economic values for case-ready meat drip loss of the ham regarding four quality classes were obtained at population means of 4.20, 4.48 and 4.80% with -0.67, -0.80 and -0.85 EUR per unit drip loss using approaches assuming normal distribution, lognormal distribution and shifted lognormal distribution, respectively. Economic values calculated under the assumption of linear weight loss resulted in a large range of similar economic values for all three methods. Besides the type of distribution, the relation between standard deviation and width of the meat quality classes and the position of the meat quality classes were found to be main factors influencing the economic value functions. For the present data, the better fit of lognormal distribution to the data and the differences in highest absolute economic values favoured the approach accounting for appropriate distribution in particular when only few meat quality classes are used. (C) 2007 Elsevier B.V. All rights reserved.
机译:通常以假定性状的正态分布为基础,计算用于育种目的的肉质性状的经济价值。 374头商业屠宰猪的田间试验的即食肉(CRM)和特级切块(PC)滴水损失测量的表型数据显示,该种群的对数正态分布而不是正态分布。比较了三种不同的经济价值计算方法(假设正态分布,对数正态分布和移位对数正态分布),其中在第一种情况下考虑了四个质量等级,在第二种情况下考虑了线性重量损失。在最大绝对经济价值的大小和位置上发现了经济价值计算方法之间的差异。假设四种质量等级的火腿即食肉滴漏的绝对经济价值最高,采用假设正态分布的方法在人口均值分别为4.20、4.48和4.80%下,每单位滴漏为-0.67,-0.80和-0.85 EUR ,对数正态分布和移位对数正态分布。在线性重量损失的假设下计算出的经济价值导致这三种方法在很大范围内具有相似的经济价值。除了分布类型以外,肉品质等级的标准偏差和宽度与肉品质等级的位置之间的关系被发现是影响经济价值函数的主要因素。对于当前数据,对数正态分布与数据的更好拟合以及最高绝对经济价值的差异有利于考虑适当分布的方法,尤其是在仅使用少量肉类时。 (C)2007 Elsevier B.V.保留所有权利。

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