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模型拟合方法和性别对家鸡饥饿产热与体型关系估计参数的影响。

Influence of method of model fitting and gender on estimated parameters for the relationship between starvation heat production and body size in the domestic fowl.

作者信息

Rogers S R, Pesti G M, Johnson R J

机构信息

University of Georgia, Department of Poultry Science, Athens 30602.

出版信息

Growth Dev Aging. 1991 Spring;55(1):5-10.

PMID:1864684
Abstract

The relationship between starvation heat production (SHP) in kJ/d and body weight (W) in kg for domestic fowl was examined with compiled calorimetric data for 294 fowls (Johnson and Farrell, 1985). Linear regression analyses using ordinary least squares methods were performed before and after transformation of the data to a logarithmic scale (base = 10). Coefficients of determination (R2) were similar for untransformed and log-transformed data (R2's = .56 and .53, respectively). The slopes for untransformed data of males and females were different (P less than 0.033). When the model parameters for: SHP = b0 Wb1 were derived from log-transformed data, there were no significant differences in exponents for males vs. females (P greater than .95). However, when the coefficients were estimated using non-linear regression techniques, a difference was detected at the level of P = 0.072. It was determined that there is no advantage in describing the relationship of SHP as a non-linear function of W, nor is it appropriate to express physiological variables as a ratio of weight raised to some mass exponent without statistical justification. Using W or W2 as a covariable for the statistical analysis of physiological data would produce equally acceptable determinations of significance.

摘要

利用294只家禽的热量测定数据汇编(约翰逊和法雷尔,1985年),研究了家鸡以千焦/天为单位的饥饿产热(SHP)与以千克为单位的体重(W)之间的关系。在将数据转换为对数尺度(基数 = 10)之前和之后,使用普通最小二乘法进行线性回归分析。未转换数据和对数转换数据的决定系数(R2)相似(R2分别为0.56和0.53)。雄性和雌性未转换数据的斜率不同(P < 0.033)。当从对数转换数据中得出SHP = b0Wb1的模型参数时,雄性和雌性的指数没有显著差异(P > 0.95)。然而,当使用非线性回归技术估计系数时,在P = 0.072的水平上检测到差异。已确定将SHP的关系描述为W的非线性函数没有优势,在没有统计依据的情况下将生理变量表示为体重升高到某个质量指数的比率也不合适。使用W或W2作为生理数据统计分析的协变量将产生同样可接受的显著性判定。

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