Representation of Uncertain Occupancy Maps with High Level Feature Vectors

Janindu Arukgoda, Ravindra Ranasinghe, G. Dissanayake
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Abstract

This paper presents a novel method for representing an uncertain occupancy map using a “feature vector” and an associated covariance matrix. Input required is a point cloud generated using observations from a sensor captured at different locations in the environment. Both the sensor locations and the measurements themselves may have an associated uncertainty. The output is a set of coefficients and their uncertainties of a cubic spline approximation to the distance function of the environment, thereby resulting in a compact parametric representation of the environment geometry. Cubic spline coefficients are computed by solving a non-linear least squares problem that enforces the Eikonal equation over the space in which the environment geometry is defined, and zero boundary condition at each observation in the point cloud. It is argued that a feature based representation of point cloud maps acquired from uncertain locations using noisy sensors has the potential to open up a new direction in robot mapping, localisation and SLAM. Numerical examples are presented to illustrate the proposed technique.
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用高级特征向量表示不确定占用地图
本文提出了一种利用特征向量和相关协方差矩阵表示不确定占用图的新方法。所需的输入是一个点云,该点云使用从环境中不同位置捕获的传感器的观测结果生成。传感器位置和测量本身都可能有相关的不确定度。输出是一组系数及其对环境距离函数的三次样条近似的不确定性,从而产生紧凑的环境几何参数表示。三次样条系数是通过求解非线性最小二乘问题来计算的,该问题在定义环境几何形状的空间上强制执行Eikonal方程,并且在点云中的每个观测点的零边界条件。有人认为,使用噪声传感器从不确定位置获取的点云地图的基于特征的表示有可能在机器人地图,定位和SLAM中开辟新的方向。数值算例说明了所提出的方法。
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