Amortizing Quadrature Filters Without Losing Calibration
A strict mixture filter learned from deterministic Power-EP teachers improved some nonlinear alias cases, but exposed a hard alias-mass calibration tradeoff.
A strict mixture filter learned from deterministic Power-EP teachers improved some nonlinear alias cases, but exposed a hard alias-mass calibration tradeoff.
A long-form guide to the Kalman, ELBO, distillation, IWAE, FIVO, ADF, and Power-EP filtering experiments in ml-examples.
Deterministic quadrature ADF and Power-EP baselines showed that much of the nonlinear filtering gap was algorithmic, not just amortization.
Small strict mixture filters with IWAE and FIVO-style objectives closed much of the nonlinear calibration gap while staying reference-free.
The nonlinear sine-observation benchmark exposed ELBO under-dispersion, then a joint ELBO, predictive-y, and masked-y objective partially repaired it.
A scalar linear-Gaussian benchmark made the VBF edge-factor implementation auditable before moving to nonlinear filtering.