“Only using a single, simple function for something so complicated seems overconfident to me. And any mix of functions where one of them assigns decent probability to early people being the most influential is enough that it’s not super unlikely that early people are the most influential.”
I strongly agree with this. The fact that under a mix of distributions, it becomes not super unlikely that early people are the most influential, is really important and was somewhat buried in the original comments-discussion.
And then we’re also very distinctive in other ways: being on one planet, being at such a high-growth period, etc.
“Only using a single, simple function for something so complicated seems overconfident to me. And any mix of functions where one of them assigns decent probability to early people being the most influential is enough that it’s not super unlikely that early people are the most influential.”
I strongly agree with this. The fact that under a mix of distributions, it becomes not super unlikely that early people are the most influential, is really important and was somewhat buried in the original comments-discussion.
And then we’re also very distinctive in other ways: being on one planet, being at such a high-growth period, etc.