Sub:
[[집합,set]], [[집합론,set_theory]]
[[확률,probability]], [[확률론,probability_theory]]

= 용어의 차이 =
||확률론    ||집합론 ||
||[[확률,probability]] theory ||[[집합,set]] theory, [[집합론,set_theory]] ||
||[[결과,outcome]] (individual outcome) ζ ||원소 element ||
||[[사건,event]] ||[[부분집합,subset]] or [[집합,set]] ||
||[[표본공간,sample_space]] (set of all outcomes) Ω ||전체집합 universal set U ||
||null event, impossible event ||[[공집합,empty_set]] ∅ ||
||event space ||? ||

event (An event is a set of outcomes of an experiment.)
event space (An event space is a collectively exhaustive, mutually exclusive set of events.)

확률론에선 집합을 사건이라고 부른다.
||집합론(및 일반적인 수학) 용어 ||[[집합,set]] ||
||확률론의 용어                 ||[[사건,event]] ||

----
See also: [[확률과_통계,probability_and_statistics]]

Up: [[여러가지비교및대응관계]]
 [[확률및랜덤프로세스]]