Assertion: categorical distribution | /r/HasProperty | equivalent
Facets:
value: in this form
type: OTHER
Source sentences:
text: This imprecise usage stems from the fact that it is sometimes convenient to express the outcome of a categorical distribution as a "1-of-K" vector (a vector with one element containing a 1 and all other elements containing a 0) rather than as an integer in the range 1 to K; in this form, a categorical distribution is equivalent to a multinomial distribution for a single observation (see below).
text: This stems from the fact that it is sometimes convenient to express the outcome of a categorical distribution as a "1-of-K" vector (a vector with one element containing a 1 and all other elements containing a 0) rather than as an integer in the range 1 … K {\displaystyle 1\dots K} ; in this form, a categorical distribution is equivalent to a multinomial distribution over a single trial.