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Openai/693c0f4f-255c-8008-92e9-0cd44c6d6226
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==== Imagine we train a network GGG such that: ==== G(δ)≈LoRA weightsG(\delta) \approx \text{LoRA weights}G(δ)≈LoRA weights using many (δ, LoRA) pairs from your LoRA zoo. Then: * For an existing LoRA, you can encode it → δ → decode back LoRA (autoencoder in behavior space). * You can do ops like δcombo=δA+δB\delta_{\text{combo}} = \delta_A + \delta_Bδcombo=δA+δB then feed G(δcombo)G(\delta_{\text{combo}})G(δcombo) to get a new, “blended” LoRA. That’s actually a cool idea: * Delta Activations give you a nice, low-dimensional latent space over model behaviors. * A generator GGG makes that latent space “actionable” by turning latents back into weights. But notice: this is fundamentally about recombining / editing behaviors of LoRAs you already have. If you don’t use datasets at all, then: * You can sample random δ and generate random LoRAs… * …but you don’t know what these LoRAs are good for. You’ve lost the link to any task semantics. So with only δ as condition, you can: * Explore a smooth manifold of “things like the LoRAs I trained before” * Compose known domains (e.g., mix math & code LoRAs via δ-math + δ-code) * Possibly regularize / denoise noisy LoRAs via autoencoding …but you cannot say “give me a LoRA for this new dataset / capability”, because δ doesn’t know what that is unless you somehow produced δ from that task.
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