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Wat (wie) is Émile Poisson - definitie
Poisson point process
![An illustration of a marked point process, where the unmarked point process is defined on the positive real line, which often represents time. The random marks take on values in the state space <math>S</math> known as the ''mark space''. Any such marked point process can be interpreted as an unmarked point process on the space <math>[0,\infty]\times S </math>. The marking theorem says that if the original unmarked point process is a Poisson point process and the marks are stochastically independent, then the marked point process is also a Poisson point process on <math>[0,\infty]\times S </math>. If the Poisson point process is homogeneous, then the gaps <math>\tau_i</math> in the diagram are drawn from an exponential distribution.](https://commons.wikimedia.org/wiki/Special:FilePath/Marked point process.png?width=200 "An illustration of a marked point process, where the unmarked point process is defined on the positive real line, which often represents time. The random marks take on values in the state space <math>S</math> known as the ''mark space''. Any such marked point process can be interpreted as an unmarked point process on the space <math>[0,\infty]\times S </math>. The marking theorem says that if the original unmarked point process is a Poisson point process and the marks are stochastically independent, then the marked point process is also a Poisson point process on <math>[0,\infty]\times S </math>. If the Poisson point process is homogeneous, then the gaps <math>\tau_i</math> in the diagram are drawn from an exponential distribution.")
RANDOM MATHEMATICAL OBJECT THAT CONSISTS OF POINTS RANDOMLY LOCATED ON A MATHEMATICAL SPACE
Poisson process; Inhomogeneous Poisson process; Non-homogenous Poisson process; Poisson random process; Poisson Random process; Poisson Random Process; Poisson random Process; Poisson Process; Poisson processes; A Poisson process; Non-homogeneous Poisson process; Nonhomogeneous Poisson process; Spatial Poisson process; Wikipedia talk:Articles for creation/Spatial Poisson Process; Spatial Poisson Process; Poisson point field; Poisson random point field; Homogeneous Poisson process; Homogeneous Poisson point process
In probability, statistics and related fields, a Poisson point process is a type of random mathematical object that consists of points randomly located on a mathematical space. The Poisson point process is often called simply the Poisson process, but it is also called a Poisson random measure, Poisson random point field or Poisson point field.
Émile Aillaud
ARCHITECT
Aillaud, Emile; Emile Aillaud
Émile Aillaud (18 January 1902 in Mexico City – 29 December 1988 in Paris)History of Art- Aillaud Emile all-art.org was a French architect.
Émile Mâle
FRENCH ART HISTORIAN (1862-1954)
Emile Male; Emile Mâle; The Gothic Image
Émile Mâle (; 2 June 1862 – 6 October 1954) was a French art historian, one of the first to study medieval, mostly sacral French art and the influence of Eastern European iconography thereon. He was a member of the Académie française, and a director of the Académie de France à Rome.
Wikipedia
Émile Poisson
Émile Poisson (25 May 1905 in Ouidah, Dahomey – 4 June 1999 in Paris), was a politician from Benin who served in the French Senate from 1947 to 1955. He was a métis.
