Hold on, I guess this actually means that for a natural interpretation of “entropy” in “generic uncertainty about maybe being wrong, without other extra premises, should increase the entropy of one’s probability distribution over AGI,” that statement is actually false. If by “entropy” we mean “entropy according to the uniform measure”, it’s false. What we should really mean is entropy according to one’s maximum entropy distribution (as the background measure), in which case the statement is true.
Hold on, I guess this actually means that for a natural interpretation of “entropy” in “generic uncertainty about maybe being wrong, without other extra premises, should increase the entropy of one’s probability distribution over AGI,” that statement is actually false. If by “entropy” we mean “entropy according to the uniform measure”, it’s false. What we should really mean is entropy according to one’s maximum entropy distribution (as the background measure), in which case the statement is true.