Hopkins P N
Cardiovascular Genetics Research, University of Utah, Salt Lake City 84108.
Am J Clin Nutr. 1992 Jun;55(6):1060-70. doi: 10.1093/ajcn/55.6.1060.
Attempts to estimate the effects of dietary cholesterol on serum cholesterol by meta-analysis have not previously included baseline together with added dietary cholesterol in a mathematical model. Mean reported changes in serum cholesterol from 27 studies in which controlled diets were supplied by a metabolic kitchen provided 76 data points, each weighted by the number of subjects in nonlinear regression. A good fit to the data (P less than 0.0005, and r = 0.617 between observed and predicted points) was given by the equation y = 1.22(e-0.00384 chi 0) (1-e-0.0136 chi) where y is the change in serum cholesterol (in mmol/L), chi is added dietary cholesterol, and chi 0 is baseline dietary cholesterol (both in mg/d). Possible reasons for the hyperbolic shape of the relationship between change in serum cholesterol and added dietary cholesterol, mechanisms for individual responsiveness to dietary cholesterol, and important implications regarding interpretation of prior studies and public health issues are discussed.
以往通过荟萃分析来估计膳食胆固醇对血清胆固醇影响的尝试,并未在数学模型中同时纳入基线膳食胆固醇和额外添加的膳食胆固醇。来自27项研究的血清胆固醇平均报告变化情况,这些研究中由代谢厨房提供控制饮食,共提供了76个数据点,每个数据点在非线性回归中按受试者数量加权。方程y = 1.22(e-0.00384χ0)(1 - e-0.0136χ)对数据拟合良好(P小于0.0005,观察点与预测点之间的r = 0.617),其中y是血清胆固醇的变化(单位为mmol/L),χ是额外添加的膳食胆固醇,χ0是基线膳食胆固醇(单位均为mg/d)。文中讨论了血清胆固醇变化与额外添加膳食胆固醇之间关系呈双曲线形状的可能原因、个体对膳食胆固醇反应的机制,以及对既往研究解读和公共卫生问题的重要影响。