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cylinder set measure - traducción al ruso
WAY TO GENERATE A MEASURE OVER PRODUCT SPACES
Cylindrical measure; Promeasure; Quasi-measure; Quasimeasure; Quasi measure; Pro-measure; Gaussian cylinder set measure; Canonical Gaussian cylinder set measure
cylinder set measure
математика
мера цилиндрического множества
set of measure zero
![The [[Sierpiński triangle]] is an example of a null set of points in <math>\mathbb R^2</math>.](https://commons.wikimedia.org/wiki/Special:FilePath/Sierpinski triangle.svg?width=200 "The [[Sierpiński triangle]] is an example of a null set of points in <math>\mathbb R^2</math>.")
MEASURABLE SET WHOSE MEASURE IS ZERO
Measure zero; Zero measure; Lebesgue null set; Null-set; Measure-zero set; Null Set; Nullset; Zero content sets; Measure zero set; Set of measure zero; Set of measure 0; Measure 0 set
нульмерное множество, множество меры нуль
zero measure
MEASURABLE SET WHOSE MEASURE IS ZERO
Measure zero; Zero measure; Lebesgue null set; Null-set; Measure-zero set; Null Set; Nullset; Zero content sets; Measure zero set; Set of measure zero; Set of measure 0; Measure 0 set
математика
мера нуль
Wikipedia
Cylinder set measure
In mathematics, cylinder set measure (or promeasure, or premeasure, or quasi-measure, or CSM) is a kind of prototype for a measure on an infinite-dimensional vector space. An example is the Gaussian cylinder set measure on Hilbert space.
Cylinder set measures are in general not measures (and in particular need not be countably additive but only finitely additive), but can be used to define measures, such as classical Wiener measure on the set of continuous paths starting at the origin in Euclidean space.
