Multiscale FFT algorithm improves privacy loss accounting for random allocation
Multiscale FFT reduces runtime from quadratic to O(α^{-1} log(1/α)) and rounding errors to O(α^2/log(t)) for DP-SGD with PREAMBLE.
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Multiscale FFT reduces runtime from quadratic to O(α^{-1} log(1/α)) and rounding errors to O(α^2/log(t)) for DP-SGD with PREAMBLE.
PB-AMD uses adjoint gradients and entropic updates so noise schedules stay positive and spend the certified zCDP budget.
On CIFAR-10 and CelebA-64, loss rises sharply while semantic content forms, motivating hybrid denoisers.
Keeping carries until an observed echo yields exact compilation with support-width exponent 3C-2 for budget C at least 2.
Survey says RAG differential-privacy claims cannot be compared by epsilon alone across repeated queries.
Random-allocation batching for DP-BandMF cuts RMSE up to 1.85 times and speeds privacy accounting on GPUs.
A closed-form noise formula bounds membership-inference accuracy for random-allocation DP-SGD and needs less noise.
Proves explicit privacy bounds for finite gradient-descent iterates on perturbed objectives, removing ambient-dimension factors for generalized linear models.
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