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Openai/693c0f4f-255c-8008-92e9-0cd44c6d6226
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==== : ==== You’re exactly right that they’re assuming some things already trained: * f^\hat ff^ (decoder/generator) is learned first, with the inductive biases that make it belong to FintF_{\text{int}}Fint. * g^\hat gg^ is initially trained on ID via an autoencoding/VAE objective (Eq. 4.2). Section 4 then does not focus on how to train f^\hat ff^; it assumes it already exists and is good, and studies: # How to invert f^\hat ff^ on OOD images by: - Search: per-image gradient optimization (Eq. 4.3) initialized with g^(x)\hat g(x)g^(x). - Replay: offline training of g^\hat gg^ on synthetic OOD images generated by f^\hat ff^ (Eq. 4.4). So conceptually: * Non-generative baseline: just use g^(x)\hat g(x)g^(x) trained on ID and hope it generalizes. * Generative approach (Sec. 4): - either refine g^(x)\hat g(x)g^(x) via optimization (search), - or retrain g^\hat gg^ on synthetic OOD from f^\hat ff^ (replay), - or both. If you’d like, next we can: * Draw pseudo-code for the search and replay procedures as if you were implementing them. * Or unpack the assumptions on pz^p_{\hat z}pz^ and what “independent slot marginals” really mean in practice.
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