
title: | Implementing and Improving a Method for Non-Invasive Elicitation of Probabilities for Bayesian Networks in Bayesian Networks |
author: | Martinus A. de Jongh |
published in: | February 2007 |
appeared as: |
Master of Science thesis Man-machine interaction group Delft University of Technology |
PDF (3276 KB) |

Abstract
Elicitating knowledge from experts is always a dińcult task. Many interviewing techniques exist (N. J. Cooke, 1994), but it is often dińcult to select
the right technique for the task at hand. Knowledge elicitation is especially
dificult for expert systems that are based on probability theory. The elicitation of probabilities for a probabilistic model of a problem requires a lot
of time and interaction between the knowledge engineer and the expert.
Through games and other techniques the expert has to be calibrated to get
good probability estimates (R. Cooke, 1991).
Bayesian networks (BNs) are an example of a structure that can be used
to create a probabilistic model. They consist out of two parts: a graph
representing the variables of the model and their conditional dependencies, and
conditional probability tables (CPTs) for every node that represent the
probabilistic behavior of a variable of the model. BNs need specific conditional
probabilities for their CPTs. If an expert does not know these probabilities,
but knows other useful probabilistic information, this information generally
cannot be used directly to fill the CPTs of the Bayesian network. It will be
necessary to perform calculations before the information is transformed into
conditional probabilities directly usable for BNs.
Druzdzel and van der Gaag (1995) have proposed a theoretical framework
that would allow for the direct use of other types of probabilistic information.
This framework has been used as a starting point for the implementation of
a non-invasive elication method. Here, non-invasive stands for the ability of
the method to directly use any information the expert is willing to state to
acquire conditional probabilities for a Bayesian network.
There were many possibilities to improve the framework. Among them
were: Finding methods for conflict detection and conflict resolution and improving the sampling process that is at the core of the method.
This thesis describes the work and research that was done to implement and improve the method. It describes the performed research, the
design and implementation of the method, and an empirical evaluation of
the method. The implemented method works, but will need further development to achieve better results.