A series probability distribution can be easily developed by dividing the terms of the Mac-Lauran expansion of a function f(x), by f(x). This provides a series with a sum of 1, which therefore can be assumed as a probability function.
The above simple definition of a series distribution shows the flexibility of them, and therefore their capacity to be used in modelling of randomness.
This project aims to study and further develop the application of the series distributions.