FisherRF: Active View Selection and Uncertainty Quantification for Radiance Fields using Fisher Information
Wen Jiang, Boshu Lei, Kostas Daniilidis
TL;DR
FisherRF tackles active view selection and uncertainty quantification for Radiance Field models trained from limited viewpoints by directly measuring observed information via Fisher Information. The method derives an $\text{EIG}$-based objective for next-best-view selection, employs a Laplace diagonal approximation for tractable Hessian computations, and extends to batch view selection and active mapping using 3D Gaussian Splatting. It also provides pixel-wise uncertainty estimates by propagating diagonal Hessians through volumetric rendering. Across Blender, Mip-NeRF360, Matterport3D, and Gibson datasets, FisherRF achieves state-of-the-art results in view selection, active mapping, and uncertainty quantification, with efficient CUDA implementations reporting high frame rates. This work enables more informative data acquisition and more accurate reconstructions under view-limited regimes and sets a foundation for extending active radiance-field methods to broader, real-world tasks."
Abstract
This study addresses the challenging problem of active view selection and uncertainty quantification within the domain of Radiance Fields. Neural Radiance Fields (NeRF) have greatly advanced image rendering and reconstruction, but the cost of acquiring images poses the need to select the most informative viewpoints efficiently. Existing approaches depend on modifying the model architecture or hypothetical perturbation field to indirectly approximate the model uncertainty. However, selecting views from indirect approximation does not guarantee optimal information gain for the model. By leveraging Fisher Information, we directly quantify observed information on the parameters of Radiance Fields and select candidate views by maximizing the Expected Information Gain(EIG). Our method achieves state-of-the-art results on multiple tasks, including view selection, active mapping, and uncertainty quantification, demonstrating its potential to advance the field of Radiance Fields.
