该方法适用于时间等步长、非等步长取值条件下的递减分析，具有简单方便的特点。
This method is suitable for the decline analysis of taking values under conditions of equal time steps and unequal ones and has features of simplicity and convenience.
证明了递减反向失效率(DRHR)性质关于卷积运算封闭，同时证明了该性质在累积发生率是凹的非齐次泊松冲击模型中也封闭。
It is also shown that the DRHR property can be preserved under non-homogeneous Poisson shock model with increasing concave cumulative rate of occurrence.
首先我们探讨在小尺寸元件叉合效应对尺寸的影响，发现非匹配因素随著元件面积的增加而递减。
Firstly we aim at the size and interdigit effects for small area TFTs. It is observed that the mismatching factor decreases rapidly with the increase of the device's area.
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