Goodman D S, Smith F R, Seplowitz A H, Ramakrishnan R, Dell R B
J Lipid Res. 1980 Aug;21(6):699-713.
Total body turnover of cholesterol was studied in 54 subjects by fitting a three-pool mathematical model to plasma decay curves of 32--49 weeks duration following [14C]cholesterol injection. Fifteen subjects were normal, 10 hypercholesterolemic, 21 hypertriglyceridemic, and 8 had both hypercholesterolemia and hypertriglyceridemia; 21 had a familial form of hyperlipidemia. In every subject in this heterogeneous population, the three-pool model gave the best fit for the data. An extensive search was conducted for relationships between model parameters and physiological variables (body size, serum lipid levels, age, and sex). Both linear and nonlinear relationships, and those involving interactions between pairs of variables, were explored. Fifty different forms of the model parameters and 53 forms of the physiological variables were examined. To guard against declaring statistical significance when none was present, subjects were first randomly divided into two matched groups. In the first (hypothesis-generating) group of 36 subjects, more than 100,000 regression equations were considered for each form of the model parameters. Twenty-one highly significant equations were found that were then tested in the second group (hypothesis-testing, 18 subjects). Eighteen of the 21 equations were found to be significant; of these, 6 were selected that accounted for a large part of the observed variation in the four model parameters for which equations were found (production rate (PR), and the sizes of pool 1, pool 3, and total exchangeable body cholesterol). The major determinant of cholesterol PR was body weight alone (r = 0.80). No function of serum lipid levels significantly influenced PR. Both body weight and serum cholesterol level entered into the equations for cholesterol mass. Age influenced the size of pool 3. Serum triglyceride level only had an effect on the size of pool 1. Since these equations were generated in one group of subjects and tested in another, they can be considered a confirmed set of predictive equations.
通过对[14C]胆固醇注射后32 - 49周的血浆衰变曲线拟合三池数学模型,研究了54名受试者体内胆固醇的总体周转率。15名受试者正常,10名高胆固醇血症患者,21名高甘油三酯血症患者,8名同时患有高胆固醇血症和高甘油三酯血症;21名患有家族性高脂血症。在这个异质人群的每一位受试者中,三池模型对数据的拟合效果最佳。对模型参数与生理变量(体型、血脂水平、年龄和性别)之间的关系进行了广泛搜索。探索了线性和非线性关系,以及涉及变量对之间相互作用的关系。检查了50种不同形式的模型参数和53种形式的生理变量。为防止在不存在统计学显著性时宣称有显著性,受试者首先被随机分为两个匹配组。在第一组(假设生成组)的36名受试者中,对于每种形式的模型参数考虑了超过100,000个回归方程。发现了21个高度显著的方程,然后在第二组(假设检验组,18名受试者)中进行测试。21个方程中有18个被发现是显著的;其中,选择了6个方程,它们解释了所发现方程的四个模型参数(生成率(PR)以及池1、池3和可交换体内总胆固醇的大小)中观察到的大部分变异。胆固醇PR的主要决定因素仅为体重(r = 0.80)。血脂水平的任何函数都没有显著影响PR。体重和血清胆固醇水平都进入了胆固醇质量的方程。年龄影响池3的大小。血清甘油三酯水平仅对池1的大小有影响。由于这些方程是在一组受试者中生成并在另一组中测试的,因此可以将它们视为一组经过验证的预测方程。