Multinomial may refer to:
Multinomial theorem , and the
multinomial coefficient.
Multinomial distribution
Multinomial logit Polynomial -
Kaynak: Multinomial Dirichlet : mathrm Dir(alpha+eta) | In probability theory , the
multinomial distribution is a generalization of the binomial distribution .
Kaynak: Multinomial distributionIn mathematics , the
multinomial theorem says how to expand a power of a sum in terms of powers of the terms in that sum. It is the
Kaynak: Multinomial theoremIn statistics , a
multinomial logistic regression model, also known as softmax regression or
multinomial logit, is a regression model
Kaynak: Multinomial logistic regressionIn probability and statistics , the Dirichlet-
multinomial distribution is a probability distribution for a multivariate discrete random
Kaynak: Dirichlet-multinomial distributionIn statistics and econometrics , the
multinomial probit model (or multivariate probit model) is a generalization of the probit model used
Kaynak: Multinomial probitIn statistics , the
multinomial test is the test of the null hypothesis that the parameters of a
multinomial distribution equal specified
Kaynak: Multinomial testIn statistics and machine learning , random
multinomial logit (RMNL) is a technique for (multi-class) statistical classification using
Kaynak: Random multinomial logitIn probability theory and statistics , the negative
multinomial distribution is a generalization of the negative binomial distribution
Kaynak: Negative multinomial distributionIn probability theory and statistics , a categorical distribution (occasionally "discrete distribution" or "
multinomial distribution",
Kaynak: Categorical distributionstatistics , and in fact the Dirichlet distribution is the conjugate prior of the categorical distribution and
multinomial distribution .
Kaynak: Dirichlet distributionIn mathematics , Pascal's simplex is a generalisation of Pascal's triangle into arbitrary number of dimensions , based on the
multinomialKaynak: Pascal's simplexIn machine learning , multiclass or
multinomial classification is the problem of classifying instances into more than two classes.
Kaynak: Multiclass classificationLogistic regression can be binomial or
multinomial. Binomial or binary logistic regression refers to the instance in which the observed
Kaynak: Logistic regressionThe beta-binomial is a one-dimensional version of the Dirichlet-
multinomial distribution , as the binomial and beta distributions are
Kaynak: Beta-binomial distributionThe binomial and trinomial numbers, coefficients, expansions, and distributions are subsets of the
multinomial constructs with the same
Kaynak: Pascal's pyramid