Paper Overview
- Field: Computer Vision
- Authors: Shichong Peng, Chengxiang Yin, Fei Jiang
- Published: 2025-05-20
- arXiv: 2505.15980
- Explicit simulation and layered-garment methods can model such dynamics, but they require either a dedicated garment template (which raw multi-view capture does not naturally provide) or a test-time physics simulator with non-trivial runtime cost.
- Data-driven clothing avatars avoid explicit garment layers by adding an auxiliary latent for variation beyond pose. However, at inference they fix the latent, regress it from pose, or retrieve it from training data—without explicitly modeling how the latent evolves with its own dynamics. Moreover, existing architectures often fail to capture fine-grained details in everyday loose-clothing motion, producing blurry renderings and temporal artifacts.
- A transformer-based decoder
- Dynamic residual latent variables that capture temporal appearance and geometric changes beyond the driving pose signal
- Different initial conditions produce diverse but plausible motion trajectories
- The force decomposition exposes controllable parameters such as stiffness
- On nine diverse motion-capture sequences of everyday movements in loose clothing, quantitative metrics and a perceptual user study show animation quality outperforming recent data-driven baselines
- Paper: https://arxiv.org/abs/2505.15980
Problem
Pose-driven full-body avatars built on neural rendering produce high-quality novel views of a captured subject. Yet loose clothing and other dynamic elements deform in ways pose alone cannot explain: the same pose can correspond to many different states, because their motion depends on history, inertia, and contact.
Existing approaches have limitations:
Method
The authors augment a pose-conditioned 3D Gaussian avatar with:
At inference, a learned latent dynamics model evolves the residual latent from a short pose history and the previous latent state. Each update is decomposed into:
1. Driving force 2. Restoring force 3. Dissipating force
This decomposition produces temporally consistent, history-dependent rollouts at negligible additional cost.