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- Set-theoretic_limit abstract "In mathematics, the limit of a sequence of sets A1, A2, ... is a set whose elements are determined by the sequence in either of two equivalent ways:Using indicator variables, let xi equal 1 if x is in Ai and 0 otherwise. If the limit. as i goes to infinity, of xi exists for all x, define Using union and intersection, define and .If these two sets are equal, then either gives the set-theoretic limit of the sequence.".
- Set-theoretic_limit wikiPageID "343663".
- Set-theoretic_limit wikiPageRevisionID "542488820".
- Set-theoretic_limit hasPhotoCollection Set-theoretic_limit.
- Set-theoretic_limit subject Category:Set_theory.
- Set-theoretic_limit comment "In mathematics, the limit of a sequence of sets A1, A2, ... is a set whose elements are determined by the sequence in either of two equivalent ways:Using indicator variables, let xi equal 1 if x is in Ai and 0 otherwise. If the limit. as i goes to infinity, of xi exists for all x, define Using union and intersection, define and .If these two sets are equal, then either gives the set-theoretic limit of the sequence.".
- Set-theoretic_limit label "Limite insiemistico".
- Set-theoretic_limit label "Límite (sucesión de conjuntos)".
- Set-theoretic_limit label "Set-theoretic limit".
- Set-theoretic_limit sameAs Límite_(sucesión_de_conjuntos).
- Set-theoretic_limit sameAs Limite_insiemistico.
- Set-theoretic_limit sameAs m.01yfmp.
- Set-theoretic_limit sameAs Q1131116.
- Set-theoretic_limit sameAs Q1131116.
- Set-theoretic_limit wasDerivedFrom Set-theoretic_limit?oldid=542488820.
- Set-theoretic_limit isPrimaryTopicOf Set-theoretic_limit.