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:<math> \{x_1, x_2,\dots \}=\{x\}_i,</math>
which highlights its interpretation as either a random sequence or random closed set of points.<ref name="stoyan1995stochastic"/> Furthermore, sometimes an uppercase letter denotes the point process, while a lowercase denotes a point from the processs, so, for example, the point <math>\textstyle x</math> (or <math>\textstyle x_i</math>) belongs to or is a point of the point process <math>\textstyle X</math>, or with set notation, <math>\textstyle x\in X</math>.<ref name="moller2003statistical"/>
===Random measures===
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