If it’s worth saying, but not worth its own post, here's a place to put it.
If you are new to LessWrong, here's the place to introduce yourself. Personal stories, anecdotes, or just general comments on how you found us and what you hope to get from the site and community are invited. This is also the place to discuss feature requests and other ideas you have for the site, if you don't want to write a full top-level post.
If you want to explore the community more, I recommend reading the Library, checking recent Curated posts, seeing if there are any meetups in your area, and checking out the Getting Started section of the LessWrong FAQ. If you want to orient to the content on the site, you can also check out the new Concepts section.
The Open Thread tag is here. The Open Thread sequence is here.
I'm not sure if this is the right place to ask this, but does anyone know what point Paul's trying to make in the following part of this podcast? (Relevant section starts around 1:44:00)
It seems like an important topic but I'm a bit confused by what he's saying here. Is the perspective he's discussing (and puts non-negligible probability on) one that states that the worst possible suffering is a bajillion times worse than the best possible pleasure, and wouldn't that suggest every human's life is net-negative (even if your credence on this being the case is ~.1%)? Or is this just discussing the energy-efficiency of 'hedonium' and 'dolorium', in which case it's of solely altruistic concern & can be dealt with by strictly limiting compute?
Also, I'm not really sure if this set of views is more "a broken bone/waterboarding is a million times as morally pressing as making a happy person", or along the more empirical lines of "most suffering (e.g. waterboarding) is extremely light, humans can experience far far far far far^99 times worse; and pleasure doesn't scale to the same degree." Even a tiny chance of the second one being true is awful to contemplate.
Ah. I suggested them because I figured that such '(relatively) minor' things are what people have experienced and thus are the obvious source for extrapolating out to theoretical maximum/s.
I don't know what's meant by 'reality' there. Your guess seems reasonable (and was more transparent than what you quoted).
I'm not sure how to guess the maximum ratio.
... (read more)