English

Generating Personalized Lower-Limb Kinematics Across Walking Speeds Using Subject-Conditioned Diffusion

Robotics 2026-07-08 v1

Abstract

Personalizing exoskeleton assistance requires user-specific gait data across many locomotor tasks, yet collecting this data demands repeated motion capture sessions that are costly, time-intensive, and especially burdensome for clinical populations. This challenge is most acute across walking speeds, where gait changes substantially and deviates further in clinical gait. This work introduces a subject-conditioned residual diffusion framework that generates personalized lower-limb kinematics at unseen walking speeds from a subject's gait sequence at a single seen speed. Given sagittal-plane hip, knee, and ankle trajectories at a seen speed and a desired unseen speed, the model generates a residual that transforms the seen trajectory into the unseen one, using a transformer denoiser conditioned on the subject's gait and the two speeds through feature-wise linear modulation. Trained only on able-bodied data, the model achieved a mean absolute error (MAE) of 3.4{\deg} on held-out able-bodied subjects. Without any stroke-specific fine-tuning, it achieved a 6.0{\deg} MAE on out-of-training-distribution stroke subjects, retaining subject identity for clinical gait. The framework reduced the MAE by over 70% relative to supervised feed-forward baselines, and a single seen speed matched the accuracy of four speeds within 0.4{\deg}. These results demonstrate that subject-conditioned residual diffusion can synthesize personalized gait across speeds from minimal data, reducing the collection burden for downstream exoskeleton personalization.

Cite

@article{arxiv.2607.07533,
  title  = {Generating Personalized Lower-Limb Kinematics Across Walking Speeds Using Subject-Conditioned Diffusion},
  author = {Diya Dinesh and Adrian Krieger and Changseob Song and Dongho Park and Aaron J. Young and Inseung Kang},
  journal= {arXiv preprint arXiv:2607.07533},
  year   = {2026}
}

Comments

8 pages, 7 figures