Search results

...ms Fleming]] and Michel Viot. Such processes are [[Martingale (probability theory)|martingales]] and [[Diffusion process|diffusions]]. The Fleming–Viot processes have proved to be important to the development of a mathematical basis for the theories behind [[Genetic drift|allele drift]] ...

'''Exponential''' may refer to any of several mathematical topics related to '''[[exponentiation]]''', including: ...counting]], a specific form of the discount function, used in the analysis of choice over time ...

{{Short description|When the linear combination of a random variable with itself has the same distribution}} ...tion]] describes this family together with some of the properties of these distributions. ...

{{Short description|Probability distribution}} ...he continuous probability distribution of a random variable <math>Y</math> of the form ...

...=Travis|date=June 2020|title=A Probabilistic Approach for Characterization of Sub-Annual Socioeconomic Drought Intensity-Duration-Frequency (IDF) Relatio ...und distribution]]. Here a major problem often is to derive the properties of the resulting distribution. ...

In [[mathematics]], the term "'''characteristic function'''" can refer to any of several distinct concepts: * The [[indicator function]] of a [[subset]], that is the [[Function (mathematics)|function]] <math display ...

{{Probability fundamentals}} ...ations|year=2002 |publisher=Duxbury|isbn=0-534-37741-6}}</ref> Using [[set theory]] terminology, an elementary event is a [[Singleton (mathematics)|singleton ...

*[[Grammatical conjugation]], the modification of a verb from its basic form ...h conjugation]], [[Latin conjugation]]; probably not advisable to list all of them here --> ...

...process) onto a finite-dimensional [[vector space]] (or finite collection of times). ==Finite-dimensional distributions of a measure== ...

...untable]]) index set, and each <math>X_i</math> is a random variable, or [[probability distribution]]. Often <math>I=\N</math> and it is required that each <math> ...ability spaces for the random variables all coincide in this way, so every probability ensemble is also a [[Stochastic_process#Definitions|stochastic process]]. ...

part of the set of 830+ outlines listed at a special type of list article. ...

** [[Logit]], the inverse of the logistic function ...istic function, a continuous probability distribution, used in probability theory and statistics ...

{{Short description|Sampling formula which describes the probabilities of alleles in a sample}} ...with counts of how many different [[allele]]s are observed a given number of times in the [[sample (statistics)|sample]]. ...

...e Austrian physicist [[Erwin Schrödinger]], is used to solve some problems of [[distribution and occupancy]]. ...one calls during that time was&nbsp;20. This assumes uniform distribution of arrival times. ...

{{Short description|Probability distribution}} ...needed|date=August 2021}}<!-- EDITORS! Please see [[Wikipedia:WikiProject Probability#Standards]] for a discussion ...

{{Short description|Family of probability distributions}} ...distribution function belongs to such a family, the distribution function of <math>Y \stackrel{d}{=} a + b X</math>also belongs to the family (where <ma ...

{{short description|Probability distribution}} {{Probability distribution| ...

{{Short description|Probability distribution}} ...sp;''Y''. If, further, it can be expressed as the distribution of the sum of two or more [[independent identically distributed|independent ''identically ...

{{For|the rule of evidence in law|doctrine of chances}} | image = Abraham de Moivre - Doctrine of Chance - 1718.gif ...

{{Short description|Probability distribution}} {{Probability distribution ...