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- Random_element abstract "In probability theory, random element is a generalization of the concept of random variable to more complicated spaces than the simple real line. The concept was introduced by Maurice Fréchet (1948) who commented that the “development of probability theory and expansion of area of its applications have led to necessity to pass from schemes where (random) outcomes of experiments can be described by number or a finite set of numbers, to schemes where outcomes of experiments represent, for example, vectors, functions, processes, fields, series, transformations, and also sets or collections of sets.”[citation needed]The modern day usage of “random element” frequently assumes the space of values is a topological vector space, often a Banach or Hilbert space with a specified natural sigma algebra of subsets.".
- Random_element wikiPageExternalLink r077280.htm.
- Random_element wikiPageExternalLink item?id=AIHP_1948__10_4_215_0.
- Random_element wikiPageID "5215393".
- Random_element wikiPageRevisionID "586809850".
- Random_element authorlink "Maurice Fréchet".
- Random_element first "Maurice".
- Random_element hasPhotoCollection Random_element.
- Random_element last "Fréchet".
- Random_element txt "yes".
- Random_element year "1948".
- Random_element subject Category:Probability_theory.
- Random_element comment "In probability theory, random element is a generalization of the concept of random variable to more complicated spaces than the simple real line.".
- Random_element label "Random element".
- Random_element label "Случайный элемент".
- Random_element label "確率要素".
- Random_element sameAs 確率要素.
- Random_element sameAs m.0d87yy.
- Random_element sameAs Q166211.
- Random_element sameAs Q166211.
- Random_element wasDerivedFrom Random_element?oldid=586809850.
- Random_element isPrimaryTopicOf Random_element.