Given a set, $S$, I'd like to mark the percent of $S$'s member that are equal to $x$.
Something like $\%_x(S)=0.12$.
Is there a conventional short symbol for this, specifically in the statistics domain?
Given a set, $S$, I'd like to mark the percent of $S$'s member that are equal to $x$.
Something like $\%_x(S)=0.12$.
Is there a conventional short symbol for this, specifically in the statistics domain?
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There is a notation for an element to equal a specific value using indicator functions.
You could thus define the proportion equal to $x$ as follows $$ p_x=\frac{1}{N} \sum_{s \,\in\, S}I(s=x) $$ Here $N$ is the number of elements in $S$ and $I$ is the indicator function that equals $1$ when $s=x$ and zero otherwise.
There should be no problem using your own notation (in a paper for example) provided you define it clearly.