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1. Conjugate prior: In Bayesian probability theory, if the posterior distribution p ( θ ∣ x ) {\displaystyle p(\theta \mid x)} is in the same probability distribution family as the prior probability distribution p ( θ ) {\displaystyle p(\theta )} , the prior and posterior are then called conjugate distributions ... (Concept in probability theory) [100%] 2023-12-10 [Bayesian statistics] [Conjugate prior distributions]...
2. Conjugate prior: In Bayesian probability theory, a class of prior probability distributions p(θ) is said to be conjugate to a class of likelihood functions p(x|θ) if the resulting posterior distributions p(θ|x) are in the same family as p(θ). For example ... [100%] 2023-10-18 [Bayesian statistics] [Probability theory]...
3. Prior conjugada: En la teoría bayesiana de la probabilidad, si la distribución posterior p ( θ ∣ x ) {\displaystyle p(\theta \mid x)} pertenece a la misma familia de distribuciones de probabilidad que la distribución de probabilidad ''a priori'' p ( θ ) {\displaystyle p(\theta )} , las distribuciones ... [88%] 2023-11-27
4. Conjugate (square roots): In mathematics, the conjugate of an expression of the form a + b d {\displaystyle a+b{\sqrt {d}}} is a − b d , {\displaystyle a-b{\sqrt {d}},} provided that d {\displaystyle {\sqrt {d}}} does not appear in a and b ... (Square roots) [75%] 2023-02-28 [Algebra]
5. Conjugate (square roots): In mathematics, the conjugate of an expression of the form \displaystyle{ a + b \sqrt d }[/math] is \displaystyle{ a - b \sqrt d, }[/math] provided that \displaystyle{ \sqrt d }[/math] does not appear in a and b. One says also that ... (Square roots) [75%] 2024-12-05 [Elementary algebra]
6. Prior: Prior, a title applied generally to certain monastic superiors, but also in the middle ages to other persons in authority. Under the Roman Empire the word prior is found signifying "ancestor. In the early middle ages it was commonly applied ... [65%] 2022-09-02
7. Prior: User:RMCD bot/subject notice Prior (or prioress) is an ecclesiastical title for a superior in some religious orders. The word is derived from the Latin for "earlier" or "first". (Religion) [65%] 2023-09-29 [Ecclesiastical titles] [Religious leadership roles]...
8. Prior (ecclesiastical): Prior (or prioress) is an ecclesiastical title for a superior in some religious orders. The word is derived from the Latin for "earlier" or "first". (Religion) [65%] 2024-09-03 [Ecclesiastical titles] [Religious leadership roles]...
9. A priori distribution: The probability distribution of a random variable, to be contrasted with the conditional distribution of this random variable under certain additional conditions. Usually the term "a priori distribution" is used in the following way. (Mathematics) [62%] 2023-09-22
10. Conjugacy: In group theory, conjugacy is the relation between elements of a group that states that one element is the conjugate of the other. This relation is an equivalence relation, and the equivalence classes are the conjugacy classes of the group. [58%] 2022-06-20
11. Distribution: Distribution One of the four elements of the marketing mix. The practise of making a product or service available to the consumer or business user who requires it is known as distribution. [56%] 2024-01-06
12. Distribution: A distribution of measurements or observations is the frequency of these measurements shown as a function of one or more variables, usually in the form of a histogram. Experimental distributions can thus be compared to theoretical probability density functions. [56%] 2023-09-25 [W.Krisher and R.Bock] [Data analysis]...
13. Distribution: In functional analysis: the same as a generalized function. In probability and statistics: the way to describe probability of random variables taking certain values, see Distribution function; Distribution law; Distribution, type of. In differential geometry and topology: Distribution of tangent ... (Mathematics) [56%] 2023-12-19
14. Distribution (mathematics): Distributions, also known as Schwartz distributions or generalized functions, are objects that generalize the classical notion of functions in mathematical analysis. Distributions make it possible to differentiate functions whose derivatives do not exist in the classical sense. (Mathematics) [56%] 2024-01-06 [Articles containing proofs] [Functional analysis]...
15. Distribution (moteur): Pour les articles homonymes, voir Distribution. En mécanique, la distribution regroupe les mécanismes qui assurent l'admission et l'échappement des gaz dans les cylindres d'un moteur à explosion. (Moteur) [56%] 2024-01-06
16. Distribution (mathematics): Distributions, also known as Schwartz distributions or generalized functions, are objects that generalize the classical notion of functions in mathematical analysis. Distributions make it possible to differentiate functions whose derivatives do not exist in the classical sense. (Mathematics) [56%] 2023-09-25 [Articles containing proofs] [Functional analysis]...
17. Distribution (marketing): Distribution is the process of making a product or service available for the consumer or business user who needs it, and a distributor is a business involved in the distribution stage of the value chain. Distribution can be done directly ... (Finance) [56%] 2023-11-15 [Distribution (marketing)] [Business terms]...
18. Distribution (mathematics): Distributions (or generalized functions) are mathematical objects that allow the extension of the concept of the derivative to a much larger class of (not necessarily continuous) functions. Many classical calculus tools, such as convolution or Fourier transform, can be defined ... (Mathematics) [56%] 2023-06-09
19. Distribution: Distribution (Lat, distribuere, to deal out), a term used in various connexions with the general meaning of spreading out. In law, the word is used for the division of the personal estate of an intestate among the next-of-kin ... [56%] 2022-09-02
20. Distribution (mathematics): Distributions, also known as Schwartz distributions or generalized functions, are objects that generalize the classical notion of functions in mathematical analysis. Distributions make it possible to differentiate functions whose derivatives do not exist in the classical sense. (Mathematics) [56%] 2026-04-17 [Articles containing proofs] [Functional analysis]...