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A multivariate and stochastic approach to identify key variables to rank dairy farms on profitability

机译:一种多变量随机方法来确定关键变量,以对奶牛场的获利能力进行排名

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摘要

The economic efficiency of dairy farms is the main goal of farmers. The objective of this work was to use routinely available information at the dairy farm level to develop an index of profitability to rank dairy farms and to assist the decision-making process of farmers to increase the economic efficiency of the entire system. A stochastic modeling approach was used to study the relationships between inputs and profitability (i.e., income over feed cost; IOFC) of dairy cattle farms. The IOFC was calculated as: milk revenue + value of male calves + culling revenue - herd feed costs. Two databases were created. The first one was a development database, which was created from technical and economic variables collected in 135 dairy farms. The second one was a synthetic database (sDB) created from 5,000 synthetic dairy farms using the Monte Carlo technique and based on the characteristics of the development database data. The sDB was used to develop a ranking index as follows: (1) principal component analysis (PCA), excluding IOFC, was used to identify principal components (sPC); and (2) coefficient estimates of a multiple regression of the IOFC on the sPC were obtained. Then, the eigenvectors of the sPC were used to compute the principal component values for the original 135 dairy farms that were used with the multiple regression coefficient estimates to predict IOFC (dRI; ranking index from development database). The dRI was used to rank the original 135 dairy farms. The PCA explained 77.6% of the sDB variability and 4 sPC were selected. The sPC were associated with herd profile, milk quality and payment, poor management, and reproduction based on the significant variables of the sPC. The mean IOFC in the sDB was 0.1377 ± 0.0162 euros per liter of milk (€/L). The dRI explained 81% of the variability of the IOFC calculated for the 135 original farms. When the number of farms below and above 1 standard deviation (SD) of the dRI were calculated, we found that 21 farms had dRI < -1 SD, 32 farms were between -1 SD and 0, 67 farms were between 0 and +1 SD, and 15 farms had dRI > +1 SD. The top 10% of the farms had a dRI greater than 0.170 €/L, whereas the bottom 10% farms had a dRI lower than 0.116 €/L. This stochastic approach allowed us to understand the relationships among the inputs of the studied dairy farms and to develop a ranking index for comparison purposes. The developed methodology may be improved by using more inputs at the dairy farm level and considering the actual cost to measure profitability.
机译:奶牛场的经济效率是农民的主要目标。这项工作的目的是使用奶牛场一级的常规信息来建立盈利能力指数,以对奶牛场进行排名,并协助奶农的决策过程提高整个系统的经济效率。随机建模方法用于研究奶牛场投入与盈利能力(即收入超过饲料成本; IOFC)之间的关系。 IOFC的计算公式为:牛奶收入+犊牛的价值+淘汰收入-畜群饲料成本。创建了两个数据库。第一个是开发数据库,​​它是从135个奶牛场收集的技术和经济变量创建的。第二个数据库是使用蒙特卡洛技术并根据开发数据库数据的特征从5,000个合成奶场建立的合成数据库(sDB)。 sDB用于制定如下排名指数:(1)使用主要成分分析(PCA)(不包括IOFC)来识别主要成分(sPC); (2)获得了sPC上IOFC多元回归的系数估计。然后,使用sPC的特征向量来计算原始135个奶牛场的主成分值,并与多元回归系数估计值一起使用以预测IOFC(dRI;发展数据库中的排名指数)。 dRI用于对最初的135个奶牛场进行排名。 PCA解释了sDB变异的77.6%,选择了4个sPC。 sPC与sPC的重要变量相关,与牛群概况,牛奶质量和付款,管理不善和繁殖有关。 sDB中的平均IOFC为每升牛奶0.1377±0.0162欧元(€/ L)。 dRI解释了针对135个原始农场计算出的IOFC变异的81%。在计算dRI低于1标准偏差(SD)的农场数时,我们发现21个dRI <-1 SD的农场,32个农场在-1 SD到0之间,67个农场在0到+1之间SD,有15个农场的dRI> +1 SD。排名前10%的农场的dRI高于0.170€/ L,而排名后10%的农场的dRI低于0.116€/ L。这种随机方法使我们能够了解研究的奶牛场投入之间的关系,并为比较目的建立排名指数。可以通过在奶牛场一级使用更多投入并考虑衡量获利能力的实际成本来改进已开发的方法。

著录项

  • 来源
    《Journal of dairy science》 |2013年第5期|3378-3387|共10页
  • 作者单位

    Dipartimento di Agraria, Sezione di Scienze Zootecniche, Universita di Sassari, 07100 Sassari, Italy;

    Department of Animal Science, Texas A&M University, College Station 77843-2471;

    Dipartimento di Agraria, Sezione di Scienze Zootecniche, Universita di Sassari, 07100 Sassari, Italy;

  • 收录信息 美国《科学引文索引》(SCI);美国《生物学医学文摘》(MEDLINE);美国《化学文摘》(CA);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    principal component analysis; ranking index; decision making unit; modeling;

    机译:主成分分析排名指数;决策单位;造型;
  • 入库时间 2022-08-17 23:24:12

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