@MatthewJBar

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Great results! Interestingly, this aligns somewhat well with predictions from a theoretical framework I proposed two years ago, which also suggested a periodic doubling time for effective horizon lengths—assuming exponential growth in compute and algorithmic progress.

However, aligning my framework with these empirical findings implies exceptionally rapid algorithmic progress—with effective compute doubling roughly every 1.25 months. For context, @EpochAIResearch estimates that physical training compute currently doubles every ~5.4 months.

My original framework was purely theoretical and based on pretraining scaling laws, so it's interesting to see empirical validation of this functional relationship between compute and effective horizon length, even as we enter the reasoning model paradigm.

For more context, here's a blog post about my framework: https://t.co/r4O4yHP11T

Some clarification of how I interpret the METR study: https://t.co/oGyfPcTIz0

Great results! Interestingly, this aligns somewhat well with predictions from a theoretical framework I proposed two years ago, which also suggested a periodic doubling time for effective horizon lengths—assuming exponential growth in compute and algorithmic progress. However, aligning my framework with these empirical findings implies exceptionally rapid algorithmic progress—with effective compute doubling roughly every 1.25 months. For context, @EpochAIResearch estimates that physical training compute currently doubles every ~5.4 months. My original framework was purely theoretical and based on pretraining scaling laws, so it's interesting to see empirical validation of this functional relationship between compute and effective horizon length, even as we enter the reasoning model paradigm.For more context, here's a blog post about my framework: https://t.co/r4O4yHP11TSome clarification of how I interpret the METR study: https://t.co/oGyfPcTIz0

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