Landmarks often play a key role in face analysis, but many aspects of identity or expression cannot be represented by sparse landmarks alone. Thus, in order to reconstruct faces more accurately, landmarks are often combined with additional signals like depth images or techniques like differentiable rendering. Can we keep things simple by just using more landmarks? In answer, we present the first method that accurately predicts 10x as many landmarks as usual, covering the whole head, including the eyes and teeth. This is accomplished using synthetic training data, which guarantees perfect landmark annotations. By fitting a morphable model to these dense landmarks, we achieve state-of-the-art results for monocular 3D face reconstruction in the wild. We show that dense landmarks are an ideal signal for integrating face shape information across frames by demonstrating accurate and expressive facial performance capture in both monocular and multi-view scenarios. This approach is also highly efficient: we can predict dense landmarks and fit our 3D face model at over 150FPS on a single CPU thread. Please see our website: https://microsoft.github.io/DenseLandmarks/.

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Results from the Paper


 Ranked #1 on 3D Face Reconstruction on Florence (RMSE Indoor metric)

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Task Dataset Model Metric Name Metric Value Global Rank Result Benchmark
Face Alignment 300W DenseLandmarks (GNLL) NME_inter-ocular (%, Common) 3.03 # 28
NME_inter-ocular (%, Challenge) 4.8 # 13
3D Face Reconstruction Florence DenseLandmarks (Multi-view) RMSE Cooperative 1.43 # 2
RMSE Indoor 1.42 # 1
RMSE Outdoor 1.42 # 1
3D Face Reconstruction Florence DenseLandmarks (Single-view) RMSE Cooperative 1.64 # 4
RMSE Indoor 1.62 # 4
RMSE Outdoor 1.61 # 2
3D Face Reconstruction NoW Benchmark DenseLandmarks (Single-view) Mean Reconstruction Error (mm) 1.28 # 3
Stdev Reconstruction Error (mm) 1.08 # 3
Median Reconstruction Error 1.02 # 3
3D Face Reconstruction NoW Benchmark DenseLandmarks (Multi-view) Mean Reconstruction Error (mm) 1.01 # 1
Stdev Reconstruction Error (mm) 0.84 # 1
Median Reconstruction Error 0.81 # 1

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