If anyone wants to have a voice chat with me about a topic that I’m interested in (see my recent post/comment history to get a sense), please contact me via PM.
My main “claims to fame”:
Created the first general purpose open source cryptography programming library (Crypto++, 1995), motivated by AI risk and what’s now called “defensive acceleration”.
Published one of the first descriptions of a cryptocurrency based on a distributed public ledger (b-money, 1998), predating Bitcoin.
Proposed UDT, combining the ideas of updatelessness, policy selection, and evaluating consequences using logical conditionals.
First to argue for pausing AI development based on the technical difficulty of ensuring AI x-safety (SL4 2004, LW 2011).
Identified current and future philosophical difficulties as core AI x-safety bottlenecks, potentially insurmountable by human researchers, and advocated for research into metaphilosophy and AI philosophical competence as possible solutions.
I had seen that warning, and was trying to keep track of the distinction, but apparently still failed. To check my understanding now:
cosmic Schelling answers are hypothetical answers in thought experiments where we assume that everyone is trying to converge to the same answers on the same questions
cosmic Schelling norms are just a subset of cosmic Schelling answers (“to a pro tanto moral question”), and therefore not necessarily actual norms in the dictionary sense of “a principle of right action binding upon the members of a group and serving to guide, control, or regulate proper and acceptable behavior”
In other words, the cosmic Schelling norm of an arbitrary pro tanto moral question probably exists in platonic space, but in most cases this would not be an actual norm in reality because (among other potential reasons) most beings in the cosmos would not actually be trying to converge on this particular question. Is this correct?
(If so, I’m confused how this usage of “norm” squares with your position as a compositional language realist, since compositionally it seems like a statement of the form “X is a cosmic Schelling norm” should imply that X is a norm?)