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Manfred comments on Open Thread, May 5 - 11, 2014 - Less Wrong Discussion

2 Post author: Tenoke 05 May 2014 10:35AM

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Comment author: Manfred 05 May 2014 09:56:28PM *  2 points [-]

Well, we can use the outside view here. If we look at people who are particularly successful, did they get that way by helping others? What's the proportion relative to poor people?

I don't think this backs up the idea of enlightened self-interest very well. Sure, you have to "play by the rules" to be successful, but going above and beyond doesn't seem to lead to additional success.

Another question we might ask is "where do peoples' instincts for giving come from?" If you believe Dawkins et al., it's the selfishness of genes, which does not have to causally pay of for the organism (instead, the payoff is acausal). This is not the sort of thing where giving according to our instincts will lead to us getting more money.

Comment author: DanielLC 06 May 2014 01:30:24AM 0 points [-]

Sure, you have to "play by the rules" to be successful, but going above and beyond doesn't seem to lead to additional success.

My point is more about giving the standard amount to the standard charities, rather than earmarking it all for the most efficient one.

which does not have to causally pay of for the organism (instead, the payoff is acausal)

I'm not sure what you mean here. Can you give an example?

Comment author: Manfred 07 May 2014 01:25:08AM 0 points [-]

which does not have to causally pay of for the organism (instead, the payoff is acausal)

I'm not sure what you mean here. Can you give an example?

Suppose I have a gene that makes me cooperate in a prisoner's dilemma with my relatives. This gene benefits me, because now I can cooperate with my cousins and get the better payoff (assuming my cousins also have this gene!). But you know what would be even better? If my cousins cooperated with me but I defected. So from a causal decision theory standpoint, my best route is to ignore my instincts and defect.

But if I had a gene that said "defect with my cousins," that would mean my cousins defect back, and so we all lose. So our instincts be beneficial even when the individual best strategy doesn't line up with them (Because our instincts can be correlated with other humans').

Comment author: Lumifer 07 May 2014 02:04:22AM 1 point [-]

But you know what would be even better? If my cousins cooperated with me but I defected. So from a causal decision theory standpoint, my best route is to ignore my instincts and defect.

This reasoning assumes that you are special and significantly different from your cousins. If you're not, your cousins follow the same strategy and you all defect, gene or no gene.

Comment author: DanielLC 07 May 2014 04:46:50PM 2 points [-]

That's what acausal benefit means.

Comment author: Lumifer 07 May 2014 05:01:11PM 0 points [-]

Google: No results found for "acausal benefit"

Can you elaborate?

Comment author: DanielLC 07 May 2014 08:36:29PM 1 point [-]

It's mostly limited to this site, and I don't know how much that exact wording is used, but it refers to things like Newcomb's problem, where you can get some benefit from what you do, but you're not actually causing it.

I should add that when I told Manfred, I didn't understand, it was more that I didn't understand how it applied to that situation.

Comment author: Lumifer 08 May 2014 02:46:10PM 1 point [-]

I'm familiar with the concept of an acausal trade. But I don't understand how it applies to the situation of playing Prisoner's Dilemma with your cousins.

Comment author: Nornagest 07 May 2014 09:00:12PM 1 point [-]

The wiki article on acausal trade may prove helpful.

Comment author: [deleted] 06 May 2014 06:39:06PM 0 points [-]

If we look at people who are particularly successful

Survivorship bias alert!

Comment author: Gunnar_Zarncke 06 May 2014 07:13:14PM 1 point [-]

He qualified that by "What's the proportion relative to poor people?" thus not just looking at the survivors.

Comment author: [deleted] 07 May 2014 07:25:04AM 7 points [-]

Imagine a planet with one billion people each of whom has $1000, except the 99,999,990 people who played the lottery and lost and now have $990 each and the 10 people who played the lottery and won and now have $1,000,990 each. 100% of the rich people played the lottery whereas only 10% of the poor people did so, but that doesn't mean playing the lottery was a good idea.