**Multinomial** may refer to:

- Multinomial theorem, and the multinomial coefficient
- Multinomial distribution
- Multinomial logit
- Polynomial

### Other articles related to "multinomial":

Categorical Distribution

... the categorical distribution with the related

... the categorical distribution with the related

**multinomial**distribution ... the connection between the categorical and**multinomial**distributions by treating the categorical distribution as a special case of the**multinomial**distribution in which the parameter n of the ...**Multinomial**Probit

... In statistics and econometrics, the

**multinomial**probit model (or multivariate probit model) is a generalization of the probit model used to estimate several ... that of voting in favor of a school budget are correlated (both decisions are binary), then the

**multinomial**probit model would be appropriate ...

**Multinomial**Logit - Model - Introduction

... ways to describe the mathematical model underlying

**multinomial**logistic regression, all of which are equivalent ... of simple logistic regression, and many of these have equivalents in the

**multinomial**logit model ... The difference between the

**multinomial**logit model and numerous other methods, models, algorithms, etc ...

Dirichlet-

... For a random vector of category counts, distributed according to a

**multinomial**Distribution - Probability Mass Function - For A**Multinomial**Distribution Over Category Counts... For a random vector of category counts, distributed according to a

**multinomial**distribution, the marginal distribution is obtained by integrating out p ... at the front that looks like the factor at the front of a**multinomial**distribution ...Subjective Logic - Subjective Opinions -

... A

**Multinomial**Opinions... A

**multinomial**opinion over is the composite function, where is a vector of belief masses over the propositions of, is the uncertainty mass, and is a vector of base rate values over ... Visualising**multinomial**opinions is not trivial ... The Dirichlet distribution of a**multinomial**opinion is the function where the vector components are given by ...Main Site Subjects

Related Subjects

Related Phrases

Related Words