Description Usage Arguments Details Value Examples
The function that checks, if there is a Central Limit Theorem.
1 | CLT(y)
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y |
a matrix where every column is a vector of random variables with the same parametervalues. |
If there is a is a Central Limit Theorem (sum_{i=1}^n Y_i)√(n) would converge towards i normal distribution. If the histogram produced by this function resembles a normal distribution, it would seem, that there is a Cental Limit Theorem.
Returns a histrogram with the CLT value (sum_{i=1}^n Y_i)√(n) for each column.
1 2 |
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