Conformalized randomized prior operators give per-location calibrated uncertainty intervals for wavelet and spiking wavelet neural operators, with a Gaussian process extension for zero-shot super-resolution UQ.
Randomized prior wavelet neural operator for uncertainty quantification
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abstract
In this paper, we propose a novel data-driven operator learning framework referred to as the \textit{Randomized Prior Wavelet Neural Operator} (RP-WNO). The proposed RP-WNO is an extension of the recently proposed wavelet neural operator, which boasts excellent generalizing capabilities but cannot estimate the uncertainty associated with its predictions. RP-WNO, unlike the vanilla WNO, comes with inherent uncertainty quantification module and hence, is expected to be extremely useful for scientists and engineers alike. RP-WNO utilizes randomized prior networks, which can account for prior information and is easier to implement for large, complex deep-learning architectures than its Bayesian counterpart. Four examples have been solved to test the proposed framework, and the results produced advocate favorably for the efficacy of the proposed framework.
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Distribution free uncertainty quantification in neuroscience-inspired deep operators
Conformalized randomized prior operators give per-location calibrated uncertainty intervals for wavelet and spiking wavelet neural operators, with a Gaussian process extension for zero-shot super-resolution UQ.