e/Family of sets

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has glosseng: Examples * The power set P(S) is a family of sets over S. * The k-subsets S(k) of an n-set S form a family of sets. * The class Ord of all ordinal numbers is a large family of sets; that is, it is not itself a set but instead a proper class.
lexicalizationeng: family of sets
lexicalizationeng: Set families
subclass of(noun) primary social group; parents and children; "he wanted to have a good job before starting a family"
family, family unit
Note: 10 other instance(s) ommited in the following list
has instancee/de/Halbring (Mengensystem)
has instancee/Almost disjoint sets
has instancee/Antimatroid
has instancee/Borel set
has instancee/Clique complex
has instancee/Content (measure theory)
has instancee/Cover (topology)
has instancee/Delta-ring
has instancee/Field of sets
has instancee/Filter (math)
has instancee/Generalized quadrangle
has instancee/Greedoid
has instancee/Helly family
has instancee/Hereditarily countable set
has instancee/Incidence structure
has instancee/Indexed family
has instancee/Lubell–Yamamoto–Meshalkin inequality
has instancee/Maximal intersecting family
has instancee/Maximum coverage problem
has instancee/Noncrossing partition
has instancee/Partition of a set
has instancee/Partition regularity
has instancee/Pi system
has instancee/Polar space
has instancee/Power set
has instancee/Property B
has instancee/Ring of sets
has instancee/S-algebra
has instancee/S-ideal
has instancee/Schoolgirl problem
has instancee/Sperner family
has instancee/Steiner system
has instancee/Symmetric design
has instancee/Ultrafilter
has instancee/Von Neumann universe
has instancee/fr/Classe de Baire
has instancee/fr/Prébase
has instancee/fr/Tribu engendrée
has instancee/fr/Tribu image réciproque
has instancee/fr/Tribu-trace
Meaning
German
has glossdeu: Ein Mengensystem ist in der Mathematik eine Menge, deren Elemente allesamt Teilmengen einer gemeinsamen Grundmenge sind.
lexicalizationdeu: Mengensystem
Esperanto
lexicalizationepo: Araj familioj
French
lexicalizationfra: Système d'ensembles
Korean
has glosskor: 집합론이나 이에 관련된 다른 수학 분야에서, 주어진 집합 S의 부분집합의 모임 F를 S의 집합족이라고 한다. 일반적으로, 집합의 모임이라면 무엇이든 집합족이라고 할 수 있다.
lexicalizationkor: 집합족
Dutch
has glossnld: Meer in het algemeen wordt een collectie van enige verzamelingen een familie van verzamelingen genoemd.
lexicalizationnld: familie van verzamelingen
Norwegian Nynorsk
lexicalizationnno: Mengdefamiliar
Polish
has glosspol: Rodzina zbiorów – wygodniejsza, stąd często używana nazwa określająca „zbiór zbiorów”.
lexicalizationpol: Rodzina zbiorów
Chinese
has glosszho: 在集合论和有关的数学分支中,给定集合 S 的子集的搜集 F 叫做 S 的子集族或 S 上的集合族。更一般的说,无论什么任何集合的搜集都叫做集合族。
lexicalizationzho: 集合族
Media
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