2) Monetary cost and deadweight loss from taxes
Still, probably better than civil war.
2) Monetary cost and deadweight loss from taxes
Still, probably better than civil war.
Better than what probability of civil war?
I noticed a thing that I do. When I rush; I have a tendency to do clumsier versions of actions I know really well. I have now trained myself to notice moments of rush, and purposefully "slow down to normal speed" on tasks to allow them to happen in the efficient most possible time.
Simple example, searching for a key in a bundle. Where rushing causes fumbling which takes longer, slowing down to "normal speed" makes the finding the right key happen sooner.
Is there a name for this process? Has anyone recorded it before? Is this a suggestion that other rationalists can practically take on to improve their "rushing to do things" process?
Second example; trying to cut food while under pressure. third example; trying to put on a shirt. fourth: (occasionally) typing passwords. 5th: trying to retrieve something from the bottom of a bag, (or otherwise pass an object through a small opening) 6th: running down stairs ... I think you get the idea.
TL;DR. Idea: notice when you "rush"; actively do things at "normal speed" to avoid mistakes because this gets things done faster.
"Slow is smooth, smooth is fast."
Have you considered a CAPTCHA-like system whereby you must solve some propositonal logic puzzle or calculate conditional probabilities before being allowed to comment?
It seems to me that something like this may help promote constructive discussion by (1) filtering out those of low analytical ability, (2) bumping those with sufficient analytical ability up into system 2 thinking, and (3) priming everyone with a problem in which they are actually seeking an answer rather than merely justifying a previously held belief.
Math is rigorous. Most conceptual analysis is not.
EDIT: Also of note is the fact that mathematics has its own special language that is completely formalized. Philosophers, on the other hand, insist on using natural language to perform conceptual analysis, which has a number of problems.
Are you claiming that math is not a kind of conceptual analysis or just that the conceptual analysis in math is more rigorous (less likely to produce bad results because it relies less on natural language)?
Perhaps this is already discussed elsewhere and I'm failing at search. I'd be amazed if the below wasn't already pointed out.
On rereading this material it strikes me that this text is effectively inaccessible to large portions of the population. When I binged on these posts several years ago, I was just focused on the content for myself. This time, I had the thought to purchase for some others who would benefit from this material. I realized relatively quickly that the purchase of this book would likely fail to accomplish anything for these people, and may make a future attempt more difficult.
I think many of my specific concerns apply to a large percentage of the population.
Eliezer and Robb have done a lot to get the material into book state... but it's preaching to the choir.
Specifically what I think would make this more accessible:
Is there any ongoing attempt or desire to do a group edit of this into an 'Accessible Rationality'?
'Accessible Rationality' already exists... in the form of a wildly popular Harry Potter fanfiction.
Identity may be continuous, but it is not unchanging. You are not the person you were back then and are not required to be bound by their precommitments. No more than by someone else's precommitments. To be quasi-formal, the vows made back then are only morally binding on the fraction of your current self which are left unchanged from your old self.Or something like that.
Would you not object to your neighbor's refusal to return the set of tools you lent him on account of his having had a religious conversion?
How do you rank the difficulty of Koans? My intuition does a very good job by now, but caching it out has always resulted in obviously wrong corner cases.
"A Koan has the Buddha-nature if and only if all the pieces are ungrounded, except for blue pieces." is unclear to me. I am not sure whether blue pieces must be grounded or may be grounded.
Nice job!
How do you rank the difficulty of Koans? My intuition does a very good job by now, but caching it out has always resulted in obviously wrong corner cases.
The method I used is very close to this one, but what you say is true. There are edge-cases that aren't quite right. For instance, the most difficult "medium" Koans seem more difficult than the least difficult "hard" Koans.
"A Koan has the Buddha-nature if and only if all the pieces are ungrounded, except for blue pieces." is unclear to me. I am not sure whether blue pieces must be grounded or may be grounded.
Would "A Koan has the Buddha-nature if and only if all the non-blue pieces are ungrounded, and all the blue pieces are grounded" be less ambiguous?
Nice job!
Thanks.
Related: The Blackwell Companion to Natural Theology contains a chapter, by Timothy and Lydia McGrew, arguing for the resurrection using Bayesian methods. Here is a LW discussion of the argument.
I hesitate to mention this, but I believe there was a period where a crankish LWer or two was advocating religious belief on simulator-god grounds. I think it had more to do with intellectual hipsterism than anything.
Your culture point is also discussed in this Slate Star Codex post.
See here for an example of the crankish intellectual hipsterism being referred to. Also, we should be careful to distinguish theistic beliefs from religious ones.