Small score gaps in model evals might just be noise. Learn how to use statistical error bars and rigor to determine if your model is actually better.

The biggest red flag in AI right now isn't a low score—it’s a high score with no error bars. We need to stop treating evals like static scores and start treating them like the scientific experiments they actually are.
Adding Error Bars to Evals: A Statistical Approach to Language Model Evaluations Evan Miller Anthropic evanmiller@anthropic.com Abstract Evaluations are critical for understanding the capabilities of large language models (LLMs). Fundamentally, evaluations are experiments; but the literature on evaluations has largely ignored the literature from other sciences on experiment analysis and planning. This article shows researchers with some training in statistics how to think about and analyze...


Создано выпускниками Колумбийского университета в Сан-Франциско
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Создано выпускниками Колумбийского университета в Сан-Франциско

Nia: Hey Eli, I was looking at some recent model leaderboards this morning, and it’s wild how we just accept these tiny decimal point differences as gospel. Like, if Model A scores a 72.3 and Model B gets a 71.8, everyone just assumes Model A is the new king, right?
Eli: Exactly, it’s that "highest number is best" mentality. But here’s the kicker: without error bars, that 0.5% difference might literally just be statistical noise. We’re often ranking models based on fluctuations that aren't even significant.
Nia: It’s like we’re pretending these numbers are more meaningful than they actually are. I mean, if you run that same eval again, those ranks could easily flip.
Eli: Precisely. We need to stop treating evals like static scores and start treating them like the scientific experiments they actually are.
Nia: So today, we’re moving past the naive metrics. Let’s explore how to actually calculate those error bars and bring some statistical rigor to our benchmarks.