thomblake comments on The mathematics of reduced impact: help needed - Less Wrong
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As I commented there: I don't think you're using a useful definition for "satisficer," and I'm troubled by your use of the word "proved."
If I build a Clippy whose utility function is Num_Paperclips - Negentropy_Cost, then I expect it to increase the number of paperclips until the marginal benefit is lower than the marginal cost, and if I do F(Num_Paperclips)-G(Negentropy_Cost), where F is concave and G is convex, then it's even less likely to go foom because marginal benefit is penalized and marginal cost is overcounted. Is there a good reason to expect this won't work?
(Will comment on the rest of the article later.)
You probably want to do something to escape those underscores.
That's a standard sense of the word 'proved', which is usually identifiable by its lack of a direct object. It just means that something turned out that way, or the evidence points that way.
Thanks, I noticed and fixed that.
My complaint is twofold: first, I don't think the evidence points that way, and second, I would prefer them saying the evidence pointed that way to them using a stronger phrase.
But that's not what that means - it's not very strong. If I say, "My search proved fruitful", then I'm not saying anything particularly strong - just that I found something. Saying "that proved unlikely to work" just means "based on <whatever work I've done>, I've observed that it's unlikely to work". <whatever work I've done> can be a search, some research, an experiment, or anything of that sort.
Note that this sense of "proved" does not even need to imply a particular conclusion - "The experiment proved inconclusive".
This is more similar to the use of "proof" in baking or alcohol than the use of "proof" in geometry or logic.