Amp and the partial ordering of measures of disorder, part 2

In the first part of this series, we analyzed different techniques used to compare measures of disorder and to construct a partial order thereof. We then tried to apply that newfound knowledge to narrow down the place of \(\mathit{Amp}\) in the partial order. That work remains unfinished as we haven’t yet learnt how to formally prove that a measure is “better” that another one. We instead settled…