About Updating

03/20/2013
by   Philippe Smets, et al.
0

Survey of several forms of updating, with a practical illustrative example. We study several updating (conditioning) schemes that emerge naturally from a common scenarion to provide some insights into their meaning. Updating is a subtle operation and there is no single method, no single 'good' rule. The choice of the appropriate rule must always be given due consideration. Planchet (1989) presents a mathematical survey of many rules. We focus on the practical meaning of these rules. After summarizing the several rules for conditioning, we present an illustrative example in which the various forms of conditioning can be explained.

READ FULL TEXT

page 1

page 2

page 3

page 4

page 5

page 6

page 7

page 8

research
08/01/2009

A Class of DSm Conditional Rules

In this paper we introduce two new DSm fusion conditioning rules with ex...
research
06/23/2009

Updating Sets of Probabilities

There are several well-known justifications for conditioning as the appr...
research
10/04/2018

Lower and Upper Conditioning in Quantum Bayesian Theory

Updating a probability distribution in the light of new evidence is a ve...
research
12/24/2017

Judicious Judgment Meets Unsettling Updating: Dilation, Sure Loss, and Simpson's Paradox

Statistical learning using imprecise probabilities is gaining more atten...
research
12/28/2021

Learning from What's Right and Learning from What's Wrong

The concept of updating (or conditioning or revising) a probability dist...
research
02/27/2013

Possibilistic Conditioning and Propagation

We give an axiomatization of confidence transfer - a known conditioning ...

Please sign up or login with your details

Forgot password? Click here to reset