Overlap estimation of two normally distributed systems based on Monte-Carlo simulation

机译：基于Monte-Carlo仿真的两个正常分布式系统的重叠估计

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摘要

The method for evaluating of the coincidence of two systems with normally distributed random variables is analysed. It is shown how Monte-Carlo method can be used for overlap estimation of probability distributions of two normally distributed systems.

机译：分析了用于评估具有正常分布式随机变量的两个系统的重合的方法。示出了Monte-Carlo方法如何用于两个正常分布式系统的概率分布的重叠估计。

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《International Conference on Perspective Technologies and Methods in MEMS Design》|2018年|279p|共4页
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Petro Kosobutskyy; Mykhaylo Lobur; Serhiy Shcherbovskykh; Tetyana Stefanovych;
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中图分类 TM38-53;
关键词
Monte Carlo methods; Random variables; Computational modeling; Mathematical model; Solid modeling; Probability distribution;

机译：蒙特卡罗方法;随机变量;计算建模;数学模型;实体建模;概率分布;

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4. Overlap estimation of two normally distributed systems based on Monte-Carlo simulation [C] . Petro Kosobutskyy, Mykhaylo Lobur, Serhiy Shcherbovskykh, International Conference on Perspective Technologies and Methods in MEMS Design . 2018

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Overlap estimation of two normally distributed systems based on Monte-Carlo simulation

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