Clinical trials are common in medical research where multiple non-Gaussian responses and time-dependent observations are frequent. The analysis of data from these studies requires statistical modeling techniques that take these characteristics into account. We propose a general strategy based on the Wald statistics to perform hypothesis tests like ANOVAs, MANOVAs and multiple comparison tests on regression and dispersion parameters of multivariate covariance generalized linear models (McGLMs). McGLMs provide a general statistical modeling framework for normal and non-normal multivariate data analysis along with a wide range of correlation structures. We design different simulation scenarios to verify the properties of the proposed tests. The results are promising showing that the proposed tests present the levels of confidence close to the specified one for all simulation study scenarios. Complementary to the proposal, we developed implementations in the R language to carry out the tests presented, the codes are available in the supplementary material. The proposal is motivated by the analysis of a clinical trial that aims to evaluate the effect of the use of probiotics in the control of addiction and binge eating disorder in patients undergoing bariatric surgery. The subjects were separated into two groups (placebo and treatment) and evaluated at three different times. The results indicate that addiction and binge eating disorder reduce over time, but there is no difference between groups at each time point.
翻译:在医学研究中,临床试验是常见的,因为许多非高加索国家的反应和时间性观测都是经常发生的。分析这些研究的数据需要统计模型技术,以考虑到这些特点。我们根据Wald统计数据提出了一项一般性战略,以进行ANOVas、MONOVAs等假设测试和多变共变通用线性模型(McGLMS)回归和分散参数的多重比较测试。MGLMS为正常和非正常多变多变数据分析以及一系列广泛的相关结构提供了一个一般统计模型框架。我们设计了不同的模拟假设,以核实拟议测试的特性。结果令人乐观地显示,拟议的测试显示了在所有模拟研究假设情景中,信任度水平接近于规定的水平。作为对该提案的补充,我们用R语言开发了实施测试的代码,补充材料中提供了代码。MGGLMCMs提供了一项临床试验分析,旨在评估正在接受野外外外手术的病人使用成瘾和宾热饮食紊乱的影响。我们设计了不同的模拟假设情景,结果显示,每个实验对象都分两组(位和分时间),但分步不治不治。