The whole libertarian vs socialism thing is one area where transhumanism imports elements of cultishness. If you are already a libertarian and you become familiar with transhumanism, you will probably import your existing arguments against socialism into your transhumanist perspective. Same for socialism. So you see various transhumanist organizations having political leadership struggles between socialist and libertarian factions who would probably be having the same struggles if they were a part of an international Chess club or some such other group.
The whole thing becomes entrenched in debates about things like Transition Guides and what amounts to "how to implement transhumanist policy in a [socialist/libertarian] way that's best for everyone." I always thought these discussions were what amounted to discourse at the "fandom" level of the transhumanist community, but after reading some of Eliezer's posts about his own experiences at transhumanist/singularitarian events I see that it happens at all levels.
Half-formed thought I need to pursue more offline but I'll write it down now: If you say "I am a transhumanist" and you say "I am a libertarian" and then you try to find libertarian ways to meet transhumanist goals you have made your transhumanism subservient to your libertarianism. I think it is better to find transhumanist ways to meet libertarian goals. The fact that a group of transhumanists would derail a debate by getting into politics seems to express to me that the group has made transhumanism the subservient value. Which seems inelegant given that transhumanism is probably the simpler value. Seems like there's a possible post for my own blog brewing in there, but I have to think about it some.
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Hey, so, I figure this might be a good place to post a slightly on topic question. I'm currently reading "Scientific Reasoning: The Bayesian Approach" by Howson and Urbach. It seemed like a good place to start to learn Bayesian reasoning, although I don't know where the "normal" place to start would be. I'm working through the proofs by hand, making sure I understand each conclusion before moving to the next.
My question is "where do I go next?" What's a good book to follow up with?
Also, after reading this and "0 and 1 are not probabilities" I ran into the exact cognitive dissonance that Eliezer eluded to with his statement that "this would upset probability theorists is that we would need to rederive theorems previously obtained by assuming that we can marginalize over a joint probability by adding up all the pieces and having them sum to 1." The material is teaching that "P(t) == 1" is a fundamental theorem of the probability calculus and that "P(a) >= 0". These are then used in all succeeding derivations. After re-reading, I came to understand Eliezer's practical disagreement with a theoretical method.
So another question is: has anyone gone through the exercise of re-deriving the probability calculus, perhaps using "0 < P(a) < 1" or something similar, instead of the two previous rules?