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The mathematicians think that the normal distribution is ubiquitous in nature because applied workers have discovered that everything is normally distributed.
Normal distribution is used to calculate the damage.
But what I'm trying to say here is that normal distribution is not good enough.
And that's probably one of the reasons that normal distribution is so universal.
For this reason, the normal distribution is the basis for many key procedures in statistical quality control.
The existence of this hidden normal distribution is known as the Central Limit Theorem.
Similar(7)
The normality assumption for LogPrs holds and the probability approximation based on log-normal distribution is reasonable.
It is observed that characterization of random variables by log-normal distribution is reasonable.
Log-normal distribution is characterized by its mean and variance.
A log-normal distribution is assigned to permeability.
Figure 3 Proposed time-frequency spectrum shAring algorithm.
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