为对工业产品质量状况进行综合评价，提出了一种以模糊数学为基础的非离散抽样理论。
A non discrete sample theory was developed using fuzzy mathematics for the comprehensive evaluation of industrial product quality.
为在计算机上做傅里叶级数的分解，需要对连续信号进行抽样，然后按离散傅里叶级数进行分解。
In order to analyzing digital signals with the aid of computers, it is necessary to use Fourier Series of discrete form.
目前拥有的两个函数可以完成任意离散分布和任意一元连续分布的抽样。
The two functions we have now can sample from any discrete distribution and one -dimensional continuous distribution.
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