Local Gaussian Representation in Plane Curves
- Local Gaussian Representation is a probabilistic model that approximates a plane curve by replacing each polygonal segment with an anisotropic Gaussian capturing local geometry and uncertainty.
- The method constructs a Gaussian mixture by matching the first and second moments of a uniform-along-segment and Gaussian perpendicular distribution, using arc-length weights for each component.
- This approach supports adaptive discretization to balance geometric fidelity and uncertainty, making it suitable for applications in CAD, robotics, and trajectory planning.
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