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Diffusion 3D Features (Diff3F): Decorating Untextured Shapes with Distilled Semantic Features

About

We present Diff3F as a simple, robust, and class-agnostic feature descriptor that can be computed for untextured input shapes (meshes or point clouds). Our method distills diffusion features from image foundational models onto input shapes. Specifically, we use the input shapes to produce depth and normal maps as guidance for conditional image synthesis. In the process, we produce (diffusion) features in 2D that we subsequently lift and aggregate on the original surface. Our key observation is that even if the conditional image generations obtained from multi-view rendering of the input shapes are inconsistent, the associated image features are robust and, hence, can be directly aggregated across views. This produces semantic features on the input shapes, without requiring additional data or training. We perform extensive experiments on multiple benchmarks (SHREC'19, SHREC'20, FAUST, and TOSCA) and demonstrate that our features, being semantic instead of geometric, produce reliable correspondence across both isometric and non-isometrically related shape families. Code is available via the project page at https://diff3f.github.io/

Niladri Shekhar Dutt, Sanjeev Muralikrishnan, Niloy J. Mitra• 2023

Related benchmarks

TaskDatasetResultRank
Shape MatchingFAUST (test)
Mean Geodesic Error0.089
88
3D Shape CorrespondenceFAUST remeshed (test)
Mean Geodesic Error (x100)20.7
65
Non-isometric 3D shape matchingSMAL
Mean Geodesic Error0.284
58
Shape correspondence estimationTOPKIDS
Geodesic Error (x100)31
55
Shape MatchingSCAPE remeshed (test)
Mean Geodesic Error (x100)22.1
46
Near-isometric shape matchingSCAPE (test)
Mean Geodesic Error0.221
42
Shape MatchingSHREC19 remeshed (test)
Mean Geodesic Error0.263
37
Shape CorrespondenceSHREC strong non-iso 20
Euclidean Distance0.0876
15
Shape CorrespondenceFAUST quasi-iso
Euclidean Error0.0553
15
Shape CorrespondenceSMAL non-iso
Euclidean Error0.1283
15
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