Cylinder set

http://dbpedia.org/resource/Cylinder_set

Lasu esti aro kaj . Tiam la cilindro de kun respekto al estas la kartezia produto de kaj . Normale, estas konsiderita universo de la ĉirkaŭteksto kaj estas restita for. Ekzemple, se estas subaro de la naturaj nombroj , tiam la cilindro de estas . rdf:langString
In mathematics, the cylinder sets form a basis of the product topology on a product of sets; they are also a generating family of the cylinder σ-algebra. rdf:langString
함수해석학과 측도론에서, 기둥 집합은 유한 개의 연속 범함수만으로 정의될 수 있는, 위상 벡터 공간의 부분 집합이다. rdf:langString
rdf:langString Cilindro (algebro)
rdf:langString Cylinder set
rdf:langString 기둥 집합
xsd:integer 2613658
xsd:integer 1091578006
rdf:langString R.A. Minlos
rdf:langString C/c027620
rdf:langString Cylinder Set
rdf:langString Lasu esti aro kaj . Tiam la cilindro de kun respekto al estas la kartezia produto de kaj . Normale, estas konsiderita universo de la ĉirkaŭteksto kaj estas restita for. Ekzemple, se estas subaro de la naturaj nombroj , tiam la cilindro de estas .
rdf:langString In mathematics, the cylinder sets form a basis of the product topology on a product of sets; they are also a generating family of the cylinder σ-algebra.
rdf:langString 함수해석학과 측도론에서, 기둥 집합은 유한 개의 연속 범함수만으로 정의될 수 있는, 위상 벡터 공간의 부분 집합이다.
xsd:nonNegativeInteger 6010
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