用带协变量的马尔可夫假设评价恶性疟原虫疟疾血清学标志物的进化

Oumy Niass, A. Diongue, Philippe Saint-Pierre, A. Touré
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摘要

本文建立了以威布尔分布为等待时间分布的连续时间齐次马尔可夫模型、时间分段等强度马尔可夫模型和半马尔可夫模型来评价疟疾血清学演化。我们考虑由免疫学家定义的描述抗体反应性的双态模型。我们详细讨论了这些模型的应用,以确定疟疾控制计划和疟疾传播的血清学测量之间的关系
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using Markov assumption with covariates to assess the Plasmodium falciparum malaria serological markers evolution
In this study, we develop Three Markov models which are continuous time-homogeneous Model, time piecewise constant intensities Markov model and semi-Markov model with Weibull distribution as the waiting time distribution to evaluate malaria serology evolution. We consider two-state model describing antibody reactivity defined by immunologists. We discuss in detail the application of these models to identify relationships between malaria control program and serological measurements of malaria transmission
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