Visual Odometry and Mapping Based on Non-Parametric Learning on Riemannian Manifolds

  • Stellenausschreibung:
  • Stellenart:


  • Institut:

    Institute for Anthropomatics and Robotics (IAR)

  • Kontaktperson:

    Kailai Li, Daniel Frisch

Conventional stochastic filters for pose estimation typically rely on the pre-knowledge about specific systems and employed sensors. Besides, there are always assumptions for noise distribution which lead to considerable effort for parameter tuning. In particular, when the underlying manifold has a strong nonlinearity, parametric stochastic filtering algorithms might be inaccurate and inefficient as they typically require parameter fitting based on approximation. The aforementioned limitations motivate the development of non-parametric pose estimators which are trained by the data using machine learning approaches, e.g., neural network or Gaussian Process. As the poses mathematically belong to the SE(3), corresponding training approaches should thus be performed on nonlinear manifolds. In this thesis, a non-parametric visual odometry and mapping system will be developed based on an existing framework by using Gaussian Process or neural network on manifold.

More specifically, the thesis is divided into the following working packages:

  • Investigation of the state-of-the-art manifold learning methods for pose estimation.
  • Development of non-parametric trackers using on-manifold learning methods based on Riemmanian geometry.
  • Incorporation of the trackers into an existing visual SLAM framework and evaluation based on real-world datasets.