Difference between r1.2 and the current
@@ -18,9 +18,14 @@
----
Twin:
[[WtEn:measurable_set]] = https://en.wiktionary.org/wiki/measurable_set
Twin:
Zeta:가측집합 ?
Zeta:가측집합 ? x 2024-07
MathWorld:MeasurableSet ?
[[https://terms.naver.com/entry.naver?docId=1055416&cid=40942&categoryId=32223 두산백과: 가측집합]]
"[[르베그_측도,Lebesgue_measure]]의 이론으로 생각하는 가측집합을 르베그가측이라 한다. 보통 취급되는 도형은 대부분 르베그가측이다."
[[https://terms.naver.com/entry.naver?docId=4125140&cid=60207&categoryId=60207 수학백과: 가측집합]]
MathWorld:MeasurableSet ? o
[[WtEn:measurable_set]] = https://en.wiktionary.org/wiki/measurable_set
@@ -36,6 +41,8 @@
"measurable set"
Ggl:"measurable set" Bing:"measurable set" Naver:"measurable set"
가측집합
Ggl:"가측집합 정의" Naver:"가측집합 정의"
Ggl:"measurable set" Bing:"measurable set" Naver:"measurable set"
가측집합
Ggl:가측집합 Bing:가측집합 NN:가측집합
measurable set
MKL (대충임, del ok, tocleanup)
{
집합,set
가측공간,measurable_space
보렐_가측공간,Borel_measurable_space
가측함수,measurable_function
측도,measure
측도론,measure_theory
가측성,measurability
시그마대수,sigma-algebra
보렐_시그마대수,Borel_sigma-algebra
}
{
집합,set
가측공간,measurable_space
보렐_가측공간,Borel_measurable_space
가측함수,measurable_function
측도,measure
측도론,measure_theory
가측성,measurability
시그마대수,sigma-algebra
보렐_시그마대수,Borel_sigma-algebra
}
Twin:
wikiadmin ¶
Page name via KMS. measurable set = https://www.kms.or.kr/mathdict/list.html?key=ename&keyword=measurable set
{2023-11-14 5개:
measurable set 가측집합
nonmeasurable set 불가측집합, 잴 수 없는 집합
scale invariant measurable set 척도불변가측집합
universally measurable set 보편가측집합
Wiener measurable set 위너 측도가능한 집합 // rel Wiener_measure =,Wiener_measure =,Wiener_measure . Wiener_measure { Wiener_measure ? https://encyclopediaofmath.org/wiki/Wiener_measure "Wiener measure" Wiener measure Wiener measure Wiener measure } // "Wiener measure"
}
{2023-11-14 5개:
measurable set 가측집합
nonmeasurable set 불가측집합, 잴 수 없는 집합
scale invariant measurable set 척도불변가측집합
universally measurable set 보편가측집합
Wiener measurable set 위너 측도가능한 집합 // rel Wiener_measure =,Wiener_measure =,Wiener_measure . Wiener_measure { Wiener_measure ? https://encyclopediaofmath.org/wiki/Wiener_measure "Wiener measure" Wiener measure Wiener measure Wiener measure } // "Wiener measure"
}