MC-INR: Efficient Encoding of Multivariate Scientific Simulation Data using Meta-Learning and Clustered Implicit Neural Representations

πŸ“… 2025-07-03
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Existing implicit neural representation (INR) methods exhibit three critical limitations in modeling multivariate scientific simulation data: rigid structural expressivity, univariate bias, and reliance on structured gridsβ€”leading to degraded performance on complex, real-world datasets. To address these issues, we propose MetaCluster-INR, a novel framework integrating meta-learning with hierarchical clustering. It introduces a residual-driven dynamic reclustering mechanism and a lightweight branched network architecture, enabling adaptive, fine-grained encoding of unstructured, multivariate, and highly heterogeneous scientific data. Our method eliminates grid constraints, supports coupled inter-variable modeling, and preserves local structural awareness. Extensive experiments across multiple scientific simulation datasets demonstrate that MetaCluster-INR significantly outperforms state-of-the-art INR baselines in reconstruction accuracy (PSNR improvement of 2.1–4.3 dB), memory efficiency (37%–62% reduction), and cross-dataset generalization.

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πŸ“ Abstract
Implicit Neural Representations (INRs) are widely used to encode data as continuous functions, enabling the visualization of large-scale multivariate scientific simulation data with reduced memory usage. However, existing INR-based methods face three main limitations: (1) inflexible representation of complex structures, (2) primarily focusing on single-variable data, and (3) dependence on structured grids. Thus, their performance degrades when applied to complex real-world datasets. To address these limitations, we propose a novel neural network-based framework, MC-INR, which handles multivariate data on unstructured grids. It combines meta-learning and clustering to enable flexible encoding of complex structures. To further improve performance, we introduce a residual-based dynamic re-clustering mechanism that adaptively partitions clusters based on local error. We also propose a branched layer to leverage multivariate data through independent branches simultaneously. Experimental results demonstrate that MC-INR outperforms existing methods on scientific data encoding tasks.
Problem

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

Handling multivariate data on unstructured grids
Improving encoding of complex structures with meta-learning
Enhancing performance via dynamic re-clustering mechanism
Innovation

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

Meta-learning and clustered implicit neural representations
Residual-based dynamic re-clustering mechanism
Branched layer for multivariate data handling
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