| Literature DB >> 32331253 |
Marie-Pierre Ellies-Oury1,2,3, Jean-François Hocquette2,3, Sghaier Chriki4, Alexandre Conanec1,2,3,5, Linda Farmer6, Marie Chavent5, Jérôme Saracco5.
Abstract
The beef industry is organized around different stakeholders, each with their own expectations, sometimes antagonistic. This article first outlines these differing perspectives. Then, various optimization models that might integrate all these expectations are described. The final goal is to define practices that could increase value for animal production, carcasses and meat whilst simultaneously meeting the main expectations of the beef industry. Different models previously developed worldwide are proposed here. Two new computational methodologies that allow the simultaneous selection of the best regression models and the most interesting covariates to predict carcass and/or meat quality are developed. Then, a method of variable clustering is explained that is accurate in evaluating the interrelationships between different parameters of interest. Finally, some principles for the management of quality trade-offs are presented and the Meat Standards Australia model is discussed. The "Pareto front" is an interesting approach to deal jointly with the different sets of expectations and to propose a method that could optimize all expectations together.Entities:
Keywords: bovine; carcass; meat quality; meat standards Australia; optimization; trade-off
Year: 2020 PMID: 32331253 PMCID: PMC7230583 DOI: 10.3390/foods9040525
Source DB: PubMed Journal: Foods ISSN: 2304-8158
Major beef carcass classification systems implemented throughout the world (adapted from [9]).
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| Canada | Japan | S. Korea | USA | Australia |
| Scheme | EUROP | S. Africa | Canada | JMGA | Korea | USDA | MSA |
| Grading unit | Carcass | Cut | |||||
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| HGP implants & Bos Indicus | ||||||
| Slaughter-floor | Carcass weight and sex | ||||||
| Conformation | Dentition | Conformation | Electrical stimulation | ||||
| Fat cover | ribfat | Hang | |||||
| Chiller | Marbling score | ||||||
| Meat color | |||||||
| Fat color and fat thickness | Ossification score | ||||||
| Texture | Eye muscle area | Fat thickness | |||||
| Meat brightness | Texture | Meat texture | Hump height | ||||
| Fat luster | Firmness | Rib fat | Ultimate pH | ||||
| Fat texture | Lean maturity | Kidney fat | |||||
| Fat firmness | Perirenal fat | ||||||
| Rib thickness | |||||||
| Post chiller | Ageing time | ||||||
| Cooking method | |||||||
Figure 1Main expectations expressed by the 13 operators in the sector surveyed. (The size of the expectations was proportional to its percentage of citation. For instance, yield was recorded in 83% of citations; minimal conformation 75%; carcass homogeneity and meat color: 67%; marbling: 58%; high live weight and fatness score 3 or 4: 50%; the other expectations were recorded in less than 50% of citations).
Figure 2Number of selected variables for three different models (in this example, 21 factors were used to predict the variable of interest, which is tenderness) (adapted from [17]). In this example, 17% of the linear regression (LR) models use 10 variables and all of the LR models use less than 14 variables. On the contrary, 60% of the slice inverse regression (SIR) models use 20 variables out of 21 to predict the parameter of interest. About 15% of the Random Forest (RF) models use 20 variables out of 21 to predict tenderness, whereas, more than 80% of the RF models use between two and eight variables to predict this parameter.
Figure 3Occurrence of each variable in the selected models (adapted from [17])). In this example, the variables 1 and 2 are selected in 100% of models. The variable 21 is selected in less than 1% of the models and is therefore not very informative and not necessary in the model for predicting the parameter of interest (which is tenderness in this example).
Figure 4Scheme of the Pareto front and its optimal set (adapted from [26]).
Figure 5Number of samples in each quality category for grilles striploins (blue) and after applying threshold criteria (grey). The % failure is displayed above the fall column [32]. Threshold criteria are pH (>6), age (>30 months for females and steers, >18 months for young bulls), conformation (<0+), fat score (<3), aging length (<7 days for females and steers; <14 days for young bulls).
Objectives, advantages and disadvantages of the statistical approaches developed in the present paper.
| Objective | Advantages | Disadvantages | |
|---|---|---|---|
| Regression model | Estimation of model to explain a single parameter by many covariates. | Easy model interpretability thanks to a parametric modeling. | Linear model. |
| modvarsel R-package | Regression model benchmark and variable selection | Wide choice between several parametric, semi-parametric or non-parametric regression models. | Computational burden. |
| ddsPLS R-package | Modeling and selection of variables to predict and of traits to be predicted | Prediction of several parameters by the same pool of factors. | Linear model. |
| ClustOfVar R-package | Approach providing a clustering of variables based on their correlations | Identification of interactions/links allowing dimensional reduction of variables-via the scores (synthetic variables) associated with each cluster. | Possible correlation between the cluster scores. |
| Trade-off management | Decision-making methodology for a compromise between different quality objectives. | Integration of priority preference of the decision maker. | Need of a big amount of data to be accurate. |
| Meat Standards Australia (MSA) | Decision-making methodology based on the combination of different sensory quality traits | Inclusion in the model of different variables and of their interactions. | Need of a big amount of data to be accurate. |