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Economics & AI @ @METR_Evals (ex-openai) https://xitter.cf/t.co/FZobuYjdOc
San Francisco, CA
Joined March 2009
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Expanding on yesterday's single-sentence macro model, here's a longer version, trying to explain the key themes of macroeconomics as exchange among farmers in a village:
tecunningham.github.io/posts…
tom cunningham retweeted
I like @ramez’s article, but I worry that experiments are an input, not an output. As AI capabilities go up, it is not obvious what should happen to the number of experiments. It is possible that AI with better research taste could produce more progress with fewer experiments by identifying promising ideas and avoiding unproductive trials.
One could imagine that the 1.6x experiments are each 10x more efficient than before, so the ultimate algorithm efficiency improvement is 16x.
Again, what we really need is to measure algorithmic progress!
In this long and excellent guest post, the great @ramez explains why he's skeptical about Recursive Self-Improvement:
noahpinion.blog/p/wheres-the…
one stanza macro model:
Tonight the baker eats just what she baked
the fisherman eats just what he caught
Because this morning at the market
everyone tried to sell more than they bought.
One sentence macro model: On the way out the door, every farmer's wife says to every farmer, "the weather's looking bad so don't buy as much at the market this week, but also don't sell our crops for less than the usual price."
tom cunningham retweeted
If an AI developer was on track to lose control of its internal agents, would anyone outside the company know?
Today, we are sharing METR’s vision for how we would work with AI developers to openly assess and share evidence about this.
Slightly scary that the current frontier model (Opus 5.5) doesn't get below 50% on any of its benchmarks.
ECI and its components
ECI treats each benchmark as having a logistic distribution, so it's linear in log-odds. This implies if you plot log-odds of each benchmark the lines should all be increasing together, though each has a different x-position (difficulty) and different dispersion (slope).






