Bayesian logistic regression

E898980

Bayesian logistic regression is a probabilistic classification method that models binary outcomes using a logistic link function with prior distributions on the parameters, enabling full Bayesian inference and uncertainty quantification.

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Predicate Object
instanceOf Bayesian model
classification method
generalized linear model
statistical model
advantage automatic tradeoff between fit and complexity
coherent uncertainty estimates for parameters
coherent uncertainty estimates for predictions
incorporation of prior knowledge
assumes conditional independence of labels given features and parameters
basedOn logistic regression
belongsTo Bayesian statistics NERFINISHED
machine learning
probabilistic modeling
canIncorporate feature selection via sparsity-inducing priors
enables posterior predictive distributions
probabilistic classification
uncertainty quantification
extends frequentist logistic regression
handles regularization via priors
small sample sizes
implementedIn JAGS NERFINISHED
PyMC NERFINISHED
Stan NERFINISHED
inferenceMethod Hamiltonian Monte Carlo NERFINISHED
Laplace approximation
Markov chain Monte Carlo NERFINISHED
expectation propagation
variational inference
likelihoodFunction Bernoulli likelihood
binomial likelihood
models binary outcomes
probabilities of class membership
output posterior distribution over coefficients
posterior predictive distribution over labels
parameterSpace intercept term
regression coefficients
relatedTo Bayesian generalized linear models NERFINISHED
Bayesian probit regression
typicalPrior Cauchy prior on coefficients GENERATED
Gaussian prior on coefficients GENERATED
Laplace prior on coefficients GENERATED
hierarchical priors GENERATED
usedFor binary classification
credit scoring
medical diagnosis
risk prediction
text classification
uses Bayesian inference
prior distributions on parameters
usesLinkFunction logistic link

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Gibbs sampling usedIn Bayesian logistic regression