Specialized models on one side of the coin, overfit models on the other.
Which one comes on top?
9:39 AM · Jul 2, 2026 · 6.2K Views
The discussion centers on optimization trade-offs without new empirical data.
Specialized models on one side of the coin, overfit models on the other.
Which one comes on top?
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@MillionInt Depends on how you flip the coin!
Specialized models on one side of the coin, overfit models on the other.
Which one comes on top?

@MillionInt The self-editing mind

@MillionInt train on test is the way, can't make mistakes when you've seen it all

@MillionInt the system that combines them correctly?

@MillionInt The cheapest general model

@MillionInt why not both sir?

@MillionInt it is also a small probability of landing and staying on its edge -- myabe this is inner peace between models