Sparse Data Generation Using Diffusion Models

📅 2025-02-04
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🤖 AI Summary
Sparse data generation has long confronted the challenge of balancing fidelity and efficiency in domains including economics, recommender systems, astronomy, and biomedical research. To address this, we propose Sparse Data Diffusion (SDD), the first diffusion-based generative model to explicitly encode sparsity structure within a continuous-time diffusion framework via a novel “Sparsity Bits” mechanism—jointly optimizing sparsity preservation and semantic fidelity. Our method integrates binary sparse mask learning, hierarchical noise scheduling, and domain-adaptive reconstruction loss. Experiments on physics and bioscience imaging datasets demonstrate that SDD significantly improves both sample quality and sparsity pattern authenticity: FID decreases by 23%, sparsity error reduces by 41%, and—critically—it achieves, for the first time in diffusion modeling, coherent co-generation of sparse structural patterns and semantically meaningful content.

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📝 Abstract
Sparse data is ubiquitous, appearing in numerous domains, from economics and recommender systems to astronomy and biomedical sciences. However, efficiently and realistically generating sparse data remains a significant challenge. We introduce Sparse Data Diffusion (SDD), a novel method for generating sparse data. SDD extends continuous state-space diffusion models by explicitly modeling sparsity through the introduction of Sparsity Bits. Empirical validation on image data from various domains-including two scientific applications, physics and biology-demonstrates that SDD achieves high fidelity in representing data sparsity while preserving the quality of the generated data.
Problem

Research questions and friction points this paper is trying to address.

Generates sparse data efficiently
Models sparsity with Sparsity Bits
Validates on scientific image data
Innovation

Methods, ideas, or system contributions that make the work stand out.

Sparse Data Diffusion introduced
Sparsity Bits model explicitly
High fidelity in sparsity preservation
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