Probability and Stochastic Process


Prove that the randomness (or where / how it starts to become random) of a one-dimensional array in variable (four different array may be analysed for 10,100,1000 and 10000 elements) or infinite length such that whenever the real number detected or received, develop and apply a simple rule to validate your decision whether the data is random or not;
in real time (from the beginning to the last one, just arrived) with given length (without using histograms or randomness tests of ChatGBT) and plot the necessary graphics. Proofing Process should be starting with the extensive probability theory (showing relevant theorems with their proofs and necessary calculations to be able to apply them to the problem).

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