Decoupled descent enforces asymptotic tracking of test error by training error in Gaussian mixture models through bias cancellation via approximate message passing, enabling full data utilization.
Large deviations for a reaction-diffusion equation with non-Gaussian perturbations
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Brownian motion with drift α is invariant for the open KPZ equation under Neumann boundary conditions ∂x h(t,0) = ∂x h(t,1) = α.
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Decoupled Descent: Exact Test Error Tracking Via Approximate Message Passing
Decoupled descent enforces asymptotic tracking of test error by training error in Gaussian mixture models through bias cancellation via approximate message passing, enabling full data utilization.
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Invariant measures for the open KPZ equation: the Gaussian case
Brownian motion with drift α is invariant for the open KPZ equation under Neumann boundary conditions ∂x h(t,0) = ∂x h(t,1) = α.