Neuron-wise statistics
Proportion of outouts metric
Historical ordering
Features over proofreading
Feature distances from final
To simplify things, we can consider these features in terms of how similar they are to that feature computed at the end of proofreading.
Math
Let \(x_i\) be the feature for a given neuron at time index \(i\), and let \(x_{final}\) be defined similarly for the final state of the neuron after every proofreading edit has been applied. Now, we can compute
\[d_i = d(x_i, x_{final})\]
where \(d(., .)\) is some suitable distance function/metric, for instance, euclidean distance, Jensen-Shannon divergence, etc.
TODO: Some kind of vertical histogram - just not sure what the normalization here should be
Clean-and-merge ordering
Outputs by distance metric
TODO: same treatment as the above