Coherent updating on finite spaces
Enrique Miranda · 2013
We compare the different notions of conditional coherence within the behavioural theory of imprecise probabilities when all the spaces are finite. We show that the differences between the notions are due to conditioning on sets of (lower, and in some cases upper) probability zero. Next, we characterise the range of coherent extensions, proving that the greatest coherent extensions can always be calculated using the notion of regular extension.