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Two-sample two-stage and purely sequential methodologies for tests of hypotheses with applications: comparing normal means when the two variances are unknown and unequal

机译:两阶段两阶段和纯粹的顺序方法,用于与应用的假设的测试:比较正常意味着当两个差异未知而不平等时

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摘要

In this paper, we develop appropriate sampling methodologies for testing hypotheses regarding the difference of mean values from two independent (or dependent) normal populations when their variances are unknown and unequal. We design two-stage and purely sequential testing methodologies of hypotheses for comparing the unknown means by determining the appropriate sample sizes while controlling both type-I and type-II error probabilities at or below preassigned levels alpha, beta respectively. Such methodologies are constructed under both unequal and equal sample size designs. We prove that both two-stage and purely sequential testing strategies enjoy a number of practically appealing properties. Extensive sets of computer simulations and real data analyses empirically validate our theoretical findings.
机译:在本文中,我们制定适当的采样方法,用于测试关于从两个独立(或依赖)正常群体的平均值差异的假设,当它们的差异未知和不平等时。我们设计两阶段和纯粹顺序测试方法的假设,用于通过确定适当的样本尺寸来比较未知方法,同时控制II型或低于预先评估的水平α,beta的II型误差概率。这些方法是在不平等和等于样本大小的设计下构建的。我们证明两阶段和纯粹的顺序测试策略都享有许多实际上吸引人的属性。广泛的计算机模拟和实际数据分析经验验证了我们的理论发现。

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