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[突变过程强度动态的数学建模。I. 任务的提出与通用模型]

[Mathematical modeling of the dynamics of the intensity of the mutation process. I. Formulation of the task and the general model].

作者信息

Vedenkov V G, Volkov I K

出版信息

Genetika. 1985 Mar;21(3):493-501.

PMID:4039284
Abstract

Methodology is devised to construct dynamic models of the mutation process intensity under quasi-stationary environmental conditions and limited experimental information. Laws of distribution of unknown parameters of dynamic models and prognostic values of inherited pathology frequencies were determined for the cases of normal distribution with zero mathematical expectancy and constant dispersion of casual environmental influence. Given is the algorithm of dynamic model construction on frequencies of inherited pathology, using experimental data and on the basis of determination of permissible intervals for their prognostic values.

摘要

设计了一种方法,用于在准静态环境条件和有限实验信息下构建突变过程强度的动态模型。针对偶然环境影响的数学期望为零且离散度恒定的正态分布情况,确定了动态模型未知参数的分布规律以及遗传病理学频率的预后值。给出了基于遗传病理学频率构建动态模型的算法,该算法使用实验数据,并基于确定其预后值的允许区间。

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