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- Stable_process abstract "In probability theory, a stable process is a type of stochastic process. It includes stochastic processes whose associated probability distributions are stable distributions.Examples of stable processes include the Wiener process, or Brownian motion, whose associated probability distribution is the normal distribution. They also include the Cauchy process. For the symmetric Cauchy process, the associated probability distribution is the Cauchy distribution.The degenerate case, where there is no random element, i.e., , where is a constant, is also a stable process.".
- Stable_process wikiPageID "38455452".
- Stable_process wikiPageRevisionID "541832012".
- Stable_process hasPhotoCollection Stable_process.
- Stable_process subject Category:Probability_theory.
- Stable_process comment "In probability theory, a stable process is a type of stochastic process. It includes stochastic processes whose associated probability distributions are stable distributions.Examples of stable processes include the Wiener process, or Brownian motion, whose associated probability distribution is the normal distribution. They also include the Cauchy process.".
- Stable_process label "Stable process".
- Stable_process sameAs m.0qs8jv0.
- Stable_process sameAs Q7595775.
- Stable_process sameAs Q7595775.
- Stable_process wasDerivedFrom Stable_process?oldid=541832012.
- Stable_process isPrimaryTopicOf Stable_process.