The domes growing bigger and merging does not indicate a paradox of the heap because the function mapping each utility function to its optimal policy is not continuous. There is no reasonably simple utility function between one that would construct small domes and one that would construct one large dome, which would construct medium sized domes.
The domes growing bigger and merging does not indicate a paradox of the heap because the function mapping each utility function to its optimal policy is not continuous. There is no reasonably simple utility function between one that would construct small domes and one that would construct one large dome, which would construct medium sized domes.