1/ Colorization of the past is almost necessarily an "art" as there's often no one right answer that can be determined. Sure...there was an actual known truth at some point but you have to ask yourself- is that last 3% worth 30,000% of the research effort?https://twitter.com/citnaj/status/1220503865692344320 …
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Replying to @citnaj
I feel inverse problems have that characteristic. I think that's the reason why a lot of DL practice can be v. artistic. The same is true for math actually, you often have no right path to get to a solution, and you have to keep chiseling it till you get to something "pleasing".
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Replying to @_onionesque @citnaj
Of course colourization has the direct visual aspect to it, which makes that characterization more direct. But I often feel art arises out of optimization (according to some objective function -- visually pleasing, surprise, succinctness) of some ill posed inverse problem. :))
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