Theory: noise can shape what linear RNNs learn
In the rich regime, high noise can make a non-degenerate solution suboptimal when parameter scales are limited.
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In the rich regime, high noise can make a non-degenerate solution suboptimal when parameter scales are limited.
With uncorrelated inputs a convolutional student learns exactly P times faster, but spatial correlation can erase that edge.
Gaussian overlap statistics track linear and quadratic learning until specialization, which quadratic shielding accelerates.
Researchers show replay can erase a classifier-head intervention's gains, formalizing intrinsic-extrinsic coupling in learning.
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