A simple version of this is done for panoramic photos. If he looked at the city from a consistent direction throughout the flight, that’s all that’s needed. If the direction varied, it can’t have varied a lot—he had to at least see the sides of the building he was drawing, if maybe from a different angle, and not all the buildings would have been parallel. That kind of rotation seems doable with current image transformers (and that’s only neccesary if the drawing has accurate angles even over long distances).
In any case, I don’t think it matters to my argument if current ML can do it. All the parts that might be difficult for the computer are doable even for normal humans, and therefore not magical. The only thing that’s added to the normal human skill here is perfect memory, which we know is easy for computers and have known for a long time.
No. That formula would imply that, if the coin is 30% for sure and you buy it for 0.3, you make 0.2 in expectation, which you don’t, you make 0 regardless of what price you buy at.
Note that this kind of problem has also shown up in decision theory more generally. This is a good place to start. In particular, it seems like your problem can be fixed with epsilon exploration (if it doesn’t do so automatically, as per Soares), both the EDT and CDT variant should work.