September 2016
Beginner to intermediate
346 pages
6h 35m
English
Distribution fitting is the fitting of a probability distribution to a series of data to predict the probability of variable phenomena in a certain interval. We can get good predictions from the distribution, which is a close fit to the data. Depending on the characteristics of the distribution and of the phenomenon, some can be fitted more closely with the data:
julia> d = fit(Distribution_type, dataset)
This fits a distribution of type Distribution_type to a given dataset; dataset.x is of the array type and comprises all the samples. The fit function finds the best way to fit the distribution.
The distribution is selected by the symmetry or the skewness of the data with respect to the mean value.
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