Bayesian Analysis : Impact Factor & More

eISSN: 1931-6690pISSN: 1936-0975
JournalOpen Access

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Aims and Scope

Bayesian Analysis is an open-access peer-reviewed scientific journal covering theoretical and applied aspects of Bayesian methods. It is published by the International Society for Bayesian Analysis and is hosted at the Project Euclid web site. Less

Bayesian Analysis Key Metrics

CiteScore
5.2
SJR
Q1Applied Mathematics
SNIP
2.25

Topics Covered on Bayesian Analysis

Bayesian inference
Markov chain Monte Carlo
Bayes factor
Uncertainty quantification
Approximate Bayesian computation
Prior information
Markov chain monte carlo algorithm
Stochastic approximation
Inverse problem
Vector operations
Linear model
Directed acyclic graph
Chi-square test
Summary statistics

Bayesian Analysis Journal Specifications

Indexed in the following public directories

  • Web of Science Web of Science
  • Scopus Scopus
  • DOAJ DOAJ
  • SJR SJR
Overview
Publisher Carnegie Mellon University
Language English
Publication Time24
Editorial Review ProcessPeer review
General Details
LanguageEnglish
Website URLVisit website
Publication Details
Publication Time 24
Waiver PolicyVisit website
Editorial Review Detail
Editorial TeamVisit website
Review ProcessPeer review
Review UrlVisit website
Information for authors
Author instructionsVisit website
Copyright DetailsVisit website
License typeCC BY
OA statementVisit website
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FAQs on Bayesian Analysis

How many articles did Bayesian Analysis publish last year? expand

In 2023, Bayesian Analysis publsihed 66 articles.

What is the eISSN & pISSN for Bayesian Analysis? expand

For Bayesian Analysis, eISSN is 1931-6690 and pISSN is 1936-0975.

What is Citescore for Bayesian Analysis? expand

Citescore for Bayesian Analysis is 5.2.

What is SNIP score for Bayesian Analysis? expand

SNIP score for Bayesian Analysis is 2.25.

What is the SJR for Bayesian Analysis? expand

SJR for Bayesian Analysis is Q1.

Who is the publisher of Bayesian Analysis? expand

Carnegie Mellon University is the publisher of Bayesian Analysis.