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About this paper

Mark-Anthony Moisescu-Pareja, Elvis Dohmatob

The authors show pooled data with different input covariances can produce source-dependent error peaks as model width increases. They study a random-feature layer with a trained linear readout. In synthetic-teacher experiments with 500 examples, an extra peak tracks source sizes of 125, 250, or 375, while the peak at width 500 stays fixed; these are squared prediction errors, not classification results.

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