Neural Field Tokenizations with Hierarchy and Spatial Locality Priors

· Source: Machine Learning · Field: Technology & Digital — Artificial Intelligence & Machine Learning, Computer Vision & Pattern Recognition · Depth: Expert, quick

Summary

LH-NeF is a novel framework designed to learn general-purpose tokenized representations of continuous signals, addressing the limitations of memory-intensive per-sample meta-learning in neural fields. It introduces locality and hierarchy as useful priors without sacrificing modality-agnosticism. The framework employs a locality-preserving hierarchical encoder that maps raw coordinate-value field observations to structured tokens, which are then used to reconstruct the field during training. By replacing the traditional meta-learning inner loop with a single forward pass, LH-NeF achieves significant efficiency gains, utilizing 42x less memory and supporting 133x larger batches compared to strong modality-agnostic baselines. This approach demonstrates performance matching or exceeding modality-agnostic, modality-specific, and specialized generative neural field baselines across diverse applications like images, 3D shapes, and climate fields, for both reconstruction and downstream tasks.

Key takeaway

For Machine Learning Engineers developing neural field applications, you should evaluate LH-NeF to overcome the memory and batch size limitations of traditional meta-learning approaches. This framework allows you to train models with 42x less memory and 133x larger batches, significantly accelerating development and enabling larger-scale experiments across diverse modalities like images, 3D shapes, and climate data. Consider integrating its locality and hierarchy priors for more efficient and generalizable continuous signal representation learning.

Key insights

LH-NeF efficiently learns general-purpose neural field representations by integrating locality and hierarchy priors via a single forward pass.

Principles

Method

LH-NeF uses a locality-preserving hierarchical encoder to map coordinate-value field observations to structured tokens, reconstructing the field via a single forward pass.

In practice

Topics

Best for: AI Scientist, Machine Learning Engineer, Research Scientist

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Editorial summary, takeaway, and curation by AIssential. Original article published by Machine Learning.