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A genetic algorithm approach to determine stratum boundaries and sample sizes of each stratum in stratified sampling

机译:确定分层采样中各层的边界和样本大小的遗传算法

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摘要

Stratified sampling is a methodology in which a heterogeneous population is partitioned into homogeneous subgroups called strata. The focus is on solving the combined problem of sample allocation and stratum boundary determination with the genetic algorithm (GA). Assuming that the number of strata and the total sample size are arbitrarily predetermined, stratum boundaries are determined using an objective function of minimum variance of the estimator; with sample size allocated through equal, proportional, Neyman, and GA allocation methods. Some numerical examples are given and the performance of GA is compared with the geometric and the cumulative root frequency methods.
机译:分层抽样是一种将异类种群划分为称为子层的同质子组的方法。重点是利用遗传算法(GA)解决样本分配和地层边界确定的组合问题。假设层数和总样本量是任意确定的,则使用估计量的最小方差的目标函数确定层边界。通过均等,比例,内曼和遗传算法分配方法分配样本量。给出了一些数值示例,并将GA的性能与几何和累积根频方法进行了比较。

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