Quantifying the weight of fingerprint evidence using an ROC-based Approximate Bayesian Computation algorithm

03/27/2018
by   J. H. Hendricks, et al.
0

The Bayes factor has been advocated to quantify the weight of forensic evidence; however, in many situations, the likelihood functions required to characterise complex pattern data do not exist and Bayes factors cannot be evaluated directly. Approximate Bayesian Computation allows assigning Bayes factors in these settings. We propose a novel algorithm that relies on the Receiver Operating Characteristic curve to address issues associated with using ABC for model selection. Our algorithm produces more stable results than traditional ones and makes it easier to monitor convergence as the number of simulations increase. We use our method to revisit a previously published fingerprint model.

READ FULL TEXT

page 17

page 18

research
03/01/2018

Computing Bayes factors to measure evidence from experiments: An extension of the BIC approximation

Bayesian inference affords scientists with powerful tools for testing hy...
research
01/26/2023

Empirical Bayes factors for common hypothesis tests

Bayes factors for composite hypotheses have difficulty in encoding vague...
research
04/03/2018

Two-stage approach for the inference of the source of high-dimension and complex chemical data in forensic science

While scholars advocate the use of a Bayes factor to quantify the weight...
research
06/28/2023

Extreme data compression for Bayesian model comparison

We develop extreme data compression for use in Bayesian model comparison...
research
11/11/2014

Bayesian Evidence and Model Selection

In this paper we review the concepts of Bayesian evidence and Bayes fact...
research
05/04/2021

Occam Factor for Gaussian Models With Unknown Variance Structure

We discuss model selection to determine whether the variance-covariance ...

Please sign up or login with your details

Forgot password? Click here to reset