TensoRF: Tensorial Radiance Fields
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Cited by 68 in Diffusion models, but placed by its own abstract, which didn’t fit.
Abstract (arXiv)
We present TensoRF, a novel approach to model and reconstruct radiance fields. Unlike NeRF that purely uses MLPs, we model the radiance field of a scene as a 4D tensor, which represents a 3D voxel grid with per-voxel multi-channel features. Our central idea is to factorize the 4D scene tensor into multiple compact low-rank tensor components. We demonstrate that applying traditional CP decomposition -- that factorizes tensors into rank-one components with compact vectors -- in our framework leads to improvements over vanilla NeRF. To further boost performance, we introduce a novel vector-matrix (VM) decomposition that relaxes the low-rank constraints for two modes of a tensor and factorizes tensors into compact vector and matrix factors. Beyond superior rendering quality, our models with CP and VM decompositions lead to a significantly lower memory footprint in comparison to previous and concurrent works that directly optimize per-voxel features. Experimentally, we demonstrate that TensoRF with CP decomposition achieves fast reconstruction (<30 min) with better rendering quality and even a smaller model size (<4 MB) compared to NeRF. Moreover, TensoRF with VM decomposition further boosts rendering quality and outperforms previous state-of-the-art methods, while reducing the reconstruction time (<10 min) and retaining a compact model size (<75 MB).
Key facts. Cited by 1,280 papers in the map (data through 14 Oct 2026). Builds on 49 of its 71 references that are in the map. First posted on arXiv 17 Mar 2022.
Builds on
49 of 71 references.
References · 49
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- 2020pixelNeRF: Neural Radiance Fields from One or Few Imagescited by 1,584
- 2020NeRF in the Wild: Neural Radiance Fields for Unconstrained Photo Collectionscited by 1,232
- 2021Efficient Geometry-aware 3D Generative Adversarial Networkscited by 1,205
37 more
- 2021Direct Voxel Grid Optimization: Super-fast Convergence for Radiance Fields Reconstructioncited by 964
- 2020Neural Sparse Voxel Fieldscited by 959
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- 2019Scene Representation Networks: Continuous 3D-Structure-Aware Neural Scene Representationscited by 864
- 2020NeRF++: Analyzing and Improving Neural Radiance Fieldscited by 861
- 2020GIRAFFE: Representing Scenes as Compositional Generative Neural Feature Fieldscited by 785
- 2020Convolutional Occupancy Networkscited by 761
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- 2020pi-GAN: Periodic Implicit Generative Adversarial Networks for 3D-Aware Image Synthesiscited by 708
- 2021IBRNet: Learning Multi-View Image-Based Renderingcited by 703
- 2020GRAF: Generative Radiance Fields for 3D-Aware Image Synthesiscited by 689
- 2021KiloNeRF: Speeding up Neural Radiance Fields with Thousands of Tiny MLPscited by 673
- 2018Pixel2Mesh: Generating 3D Mesh Models from Single RGB Imagescited by 651
- 2021UNISURF: Unifying Neural Implicit Surfaces and Radiance Fields for Multi-View Reconstructioncited by 646
- 2018AtlasNet: A Papier-Mach'e Approach to Learning 3D Surface Generationcited by 539
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- 2018DeepVoxels: Learning Persistent 3D Feature Embeddingscited by 405
- 2016Volumetric and Multi-View CNNs for Object Classification on 3D Datacited by 240
- 2021Editing Conditional Radiance Fieldscited by 222
- 2021HyperNeRF: A Higher-Dimensional Representation for Topologically Varying Neural Radiance Fieldscited by 214
- 2018Stereo Magnification: Learning View Synthesis using Multiplane Imagescited by 211
- 2020Neural Reflectance Fields for Appearance Acquisitioncited by 196
- 2021Stereo Radiance Fields (SRF): Learning View Synthesis for Sparse Views of Novel Scenescited by 190
- 2017SurfaceNet: An End-to-end 3D Neural Network for Multiview Stereopsiscited by 128
- 2020Deep Reflectance Volumes: Relightable Reconstructions from Multi-View Photometric Imagescited by 98
- 2021NeuTex: Neural Texture Mapping for Volumetric Neural Renderingcited by 98
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- 2018Deep Surface Light Fieldscited by 23
- 2020Block-term Tensor Neural Networkscited by 13
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- 2021Constant-Cost Spatio-Angular Prefiltering of Glinty Appearance Using Tensor Decompositioncited by 2
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Citing papers per year: 2022: 90; 2023: 368; 2024: 442; 2025: 238; 2026: 142.
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