Keywords: Implicit Neural Representations, Generative INR, Generative Models, Diffusion Models
Abstract: Implicit Neural Representations (INRs) represent data as continuous functions using the parameters of a neural network, where data information is encoded in the parameter space. Therefore, modeling the distribution of such parameters is crucial for building generalizable INRs. Existing approaches learn a joint distribution of these parameters via a latent vector to generate new data, but such a flat latent often fails to capture the inherent hierarchical structure of the parameter space, leading to entangled data semantics and limited control over the generation process. Here, we propose a $\textbf{C}$ontrollable $\textbf{H}$ierarchical $\textbf{I}$mplicit $\textbf{N}$eural $\textbf{R}$epresentation ($\textbf{CHINR}$) framework, which explicitly models conditional dependencies across layers in the parameter space. Our method consists of two stages: In Stage-1, we construct a Layers-of-Experts (LoE) network, where each layer modulates distinct semantics through a unique latent vector, enabling disentangled and expressive representations. In Stage-2, we introduce a Hierarchical Controllable Diffusion Model (HCDM) to capture conditional dependencies across layers, allowing for controllable and hierarchical data generation at various semantic granularities. Extensive experiments on CelebA-HQ, ShapeNet, SRN-Cars, and AMASS datasets demonstrate that CHINR improves generalizability and offers flexible hierarchical control over the generated content.
Supplementary Material: zip
Primary Area: generative models
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Submission Number: 5442
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