It's a general question, how do we spot a cumulative distribution function is of mixed type, that is has characteristics of both mixed and continuous type?
2026-03-25 09:47:03.1774432023
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cumulative distribution function of mixed type
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- A cdf of a purely discrete distribution is a step function (i.e. piecewise constant) with jumps at places of discrete probability weights.
- A cdf of a continuous distribution is continuous.
- A cdf of a mixed distribution is not continuous everywhere and also is not a step function (e.g. piecewise linear)