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Comparison of four nonlinear growth models for effective exploration of growth characteristics of turbot Scophthalmus maximus fish strain

机译:有效探索大菱S科鱼类品系生长特性的四种非线性生长模型的比较

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This study was conducted to compare the effectiveness for non-linear growth models designated as Chapman-Richards, Gompertz, Logistic and von Bertalanffy for selection of fast-growing fish strain of turbot Scophthalmus maximus. These models were compared using the goodness of fit (the coefficient of determination (R2) and the mean square error (MSE)) and the Akaike information criterion (AIC) and the growth characteristics of turbot from 3 to 27 months of age. The results in the present study showed that R2 was the highest in Chapman-Richards, but the lowest in von Bertalanffy model. The MSE and AIC values were the highest in Chapman-Richards followed by von Bertalanffy model, whereas Gompertz model is the lowest compared to other models. The Gompertz model had the lowest mean square error (6421.8706) and Akaike information criterion (65.1322) and the?second?highest?coefficient of determination (0.9908) (almost?equal?to the first highest coefficient of determination), suggesting being the best fit model for description of turbot growth trajectories. Furthermore, the results of turbot growth characteristics explored by the Gompertz model revealed that the fast-growth time interval of turbot were (10.23, 26.78) (unit: months) and the fast-growth time interval distance was 16.55 months. The results of this study suggested that the Gompertz model could be the best fit model for description of turbot growth trajectories, whereas the deduced mathematical formulas of growth intervals could be used in determining the growth characteristics of other fish.
机译:进行了这项研究,以比较命名为Chapman-Richards,Gompertz,Logistic和von Bertalanffy的非线性生长模型在选择大菱turbo快速生长鱼品系中的有效性。使用拟合优度(测定系数(R2)和均方误差(MSE))和Akaike信息标准(AIC)以及3至27个月大菱turbo的生长特征对这些模型进行了比较。本研究的结果表明,在查普曼-理查兹模型中,R2最高,而在冯·贝塔朗菲模型中,R2最低。与其他模型相比,Chapman-Richards模型中的MSE和AIC值最高,其次是von Bertalanffy模型,而Gompertz模型则最低。 Gompertz模型具有最低的均方差(6421.8706)和Akaike信息准则(65.1322),以及“第二高的”确定系数(0.9908)(几乎等于第一高的确定系数),表明是最好的适合模型的菱形生长轨迹描述。此外,通过Gompertz模型探索的菱形生长特征的结果表明,菱形的快速生长时间间隔为(10.23,26.78)(单位:月),并且快速生长时间间隔距离为16.55个月。这项研究的结果表明,Gompertz模型可能是描述菱turbo生长轨迹的最佳拟合模型,而推导的生长间隔数学公式可以用于确定其他鱼类的生长特征。

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