quartonews.it » Math and Science » Robust Bayesian Analysis (Lecture Notes in Statistics)

Author: | David Rios Insua,Fabrizio Ruggeri |

Subcategory: | Mathematics |

Language: | English |

Publisher: | Springer; Softcover reprint of the original 1st ed. 2000 edition (September 14, 2000) |

Pages: | 422 pages |

Category: | Math and Science |

Rating: | 4.4 |

Other formats: | mbr azw txt rtf |

David Rios Insua ESCET-URJC Tulipan s/n 28933 Mostoles, Madrid Spain. Fabrizio Ruggeri CNR IAMI Via Ampere 56 [-20131 Milano Italy. p. cm. - (Lecture notes in statistics ; 152). Includes bibliographical references. ISBN 978-0-387-98866-5.

Bayesian Analysis with Stata is written for anyone interested in applying Bayesian methods to real data easily.

Robust Bayesian Analysis David Rios Insua; Fabrizio Ruggeri Springer 9780387988665 : Robust Bayesian analysis aims at overcoming the traditional objection to Bayesian analysis of its dependenc. Bayesian Analysis with Stata is written for anyone interested in applying Bayesian methods to real data easily. The book shows how modern analyses based on Markov chain Monte Carlo (MCMC) methods are implemented in Stata both directly and by passing Stata datasets to OpenBUGS or WinBUGS for computation, allowing Stata's data management and graphing capability to be used with OpenBUGS/WinBUGS speed and reliability.

Robust Bayesian analysis aims at overcoming the traditional objection to Bayesian analysis of its dependence on subjective inputs, mainly . Robust Bayesian Analysis.

Robust Bayesian analysis aims at overcoming the traditional objection to Bayesian analysis of its dependence on subjective inputs, mainly the prior and the loss. Its purpose is the determination of the impact of the inputs to a Bayesian analysis (the prior, the loss and the model) on its output. David Rios Insua, Fabrizio Ruggeri. Its purpose is the determination of the impact of the inputs to a Bayesian analysis (the prior, the loss and the model) on its output when the inputs range in certain classes.

Robust Bayesian Analysis, David Ríos Insua & Fabrizio Ruggeri (2000) Robust Statistics, Data Analysis, and Computer Intensive Methods - In Honor of Peter Huber’s 60th Birthday, Helmut Rieder (1996).

Robust Bayesian Analysis, David Ríos Insua & Fabrizio Ruggeri (2000). Studies in the Atmospheric Sciences, L. Mark Berliner & Douglas Nychka (2000). Stochastic Processes and Orthogonal Polynomials, Wim Schoutens (2000) Robust Statistics, Data Analysis, and Computer Intensive Methods - In Honor of Peter Huber’s 60th Birthday, Helmut Rieder (1996). Athens Conference on Applied Probability and Time Series Analysis - Volume I: Applied Probability In Honor of . Gani, C. C. Heyde & Yu V. Prohorov (1996). Non-Regular Statistical Estimation, Masafumi Akahira & Kei Takeuchi (1995).

In statistics, robust Bayesian analysis, also called Bayesian sensitivity analysis, is a type of sensitivity analysis applied to the outcome from Bayesian inference or Bayesian optimal decisions. Robust Bayesian analysis, also called Bayesian sensitivity analysis, investigates the robustness of answers from a Bayesian analysis to uncertainty about the precise details of the analysis.

Springer: Statistical Theory and Methods (2009), Rios Insua, David; Ruggeri, Fabrizio (Ed., Robust Bayesian Analysis Series: Lecture Notes in Statistics, Vol. 152. Springer, 2000, retrieved October 26, 2009.

David Ríos Insua (born June 21, 1964 in Madrid) is a Spanish mathematician, and son and disciple of Sixto Ríos, father of Spanish Statistics. He is currently also the youngest Fellow of the Spanish Royal Academy of Sciences (de la Real Academia de Ciencias Exactas, Físicas y Naturales, RAC), which he joined in 2008. He received a PhD in Computational Sciences at the University of Leeds. Springer: Statistical Theory and Methods (2009), Rios Insua, David; Ruggeri, Fabrizio (Ed.

Chapter Number: Lecture Notes in Statistics 152, Robust . Previous work in robust Bayesian analysis has concentrated mainly on inference problems, either through local or global analysis.

Chapter Number: Lecture Notes in Statistics 152, Robust Bayesian Analysis (New York). Cite this publication. Ríos Insua and Criado give foundations for robust Bayesian analysis, considering a preference relation " over A, the set of alternatives Optimal actions in problems with convex loss functions.

Robust Bayesian Analysis. Lecture Notes in Statistics. Robust Bayesian analysis aims at overcoming the traditional objection to Bayesian analysis of its dependence on subjective inputs, mainly the prior and the loss

Robust Bayesian Analysis. Robust Bayesian analysis aims at overcoming the traditional objection to Bayesian analysis of its dependence on subjective inputs, mainly the prior and the loss.

David Ríos Insua, Fabrizio Ruggeri. We provide an overview of robust Bayesian analysis with emphasis on foundational, decision oriented and computational approaches

David Ríos Insua, Fabrizio Ruggeri. We provide an overview of robust Bayesian analysis with emphasis on foundational, decision oriented and computational approaches. Common types of robustness analyses are described, including global and local sensitivity analysis and loss and likelihood robustness. 2008 32nd Annual IEEE International Computer Software and Applications Conference.

Robust Bayesian analysis aims at overcoming the traditional objection to Bayesian analysis of its dependence on subjective inputs, mainly the prior and the loss. Its purpose is the determination of the impact of the inputs to a Bayesian analysis (the prior, the loss and the model) on its output when the inputs range in certain classes. If the impact is considerable, there is sensitivity and we should attempt to further refine the information the incumbent classes available, perhaps through additional constraints on and/ or obtaining additional data; if the impact is not important, robustness holds and no further analysis and refinement would be required. Robust Bayesian analysis has been widely accepted by Bayesian statisticians; for a while it was even a main research topic in the field. However, to a great extent, their impact is yet to be seen in applied settings. This volume, therefore, presents an overview of the current state of robust Bayesian methods and their applications and identifies topics of further in terest in the area. The papers in the volume are divided into nine parts covering the main aspects of the field. The first one provides an overview of Bayesian robustness at a non-technical level. The paper in Part II con cerns foundational aspects and describes decision-theoretical axiomatisa tions leading to the robust Bayesian paradigm, motivating reasons for which robust analysis is practically unavoidable within Bayesian analysis.

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