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IKOL: Inverse Kinematics Optimization Layer for 3D Human Pose and Shape Estimation via Gauss-Newton Differentiation

AAAI 2023 · 3D vision › Human pose estimation · approach: Human shape and pose regression · 14 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use IKOL instead of the strongest listed regression baseline3DPW human pose and shape estimation · 3DPWMPJPE: 74.7 -> 73.3Helped
Use IKOL instead of HybrIKMPI-INF-3DHP human pose and shape estimation · MPI-INF-3DHPMPJPE: 91.0 -> 88.8Helped
Fine-tune IKOL with the HybrIK modelIKOL · 3DPWPVE: 86.4 -> 84.1Helped
Fine-tune IKOL with the HybrIK modelIKOL · MPI-INF-3DHPPCK: 87.9 -> 87.0Hurt
Replace the HybrIK analytical IK module with iterative IKOL optimization (ablation)HybrIK · 3DPWMPJPE: 80.0 -> 78.2Helped
Add GN-Diff and its optimization loss during training (ablation)IKOL · 3DPWMPJPE: 78.4 -> 73.3Helped
Add GN-Diff and its optimization loss during training (ablation)IKOL · 3DPWPVE: 91.5 -> 86.4Helped
Add GN-Diff and its optimization loss during training (ablation)IKOL · 3DPWPA-MPJPE: 48.7 -> 45.5Helped
Use iterative IKOL optimization instead of analytical inverse kinematics (ablation)HybrIK · 3DPWPVE: 94.5 -> 92.5Helped
Use iterative IKOL optimization instead of analytical inverse kinematics (ablation)HybrIK · 3DPWPA-MPJPE: 48.8 -> 48.5Helped
Use IKOL instead of SMPLify optimizationOptimization branch · 3DPWRuntime (s): 74 -> 0.182Helped
Use IKOL instead of HybrIK analytical solverOptimization branch · 3DPWRuntime (s): 0.04 -> 0.182Hurt

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