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Heterogeneous multi-sensor fusion for extended objects in automotive scenarios using Gaussian processes and a GMPHD-filter

机译:使用高斯过程和GMPHD滤波器对汽车场景中的扩展对象进行异构多传感器融合

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Modern advanced driver assistance systems (ADAS) and automated driving functions for automobiles rely on an accurate model of the environment. To this end, the exploitation of complementary advantages of the measurement principles used by radar, lidar and camera sensors is an important prerequisite. We develop a framework for sensor data fusion that incorporates heterogeneous sensor data from multiple sensors in a modular way. In order to use as much genuine information as possible, the measurement data is utilized in its raw low level form or abstracted to a single frame feature representation. Historically, an approach with local decentralized tracks obtained from the individual sensors prevails. This method does not offer true multiple hypothesis considerations in a straight-forward manner. Additionally, a mathematically correct sensor data fusion in the high level approach is infeasible when the covariances of the local tracks are not transmitted. In contrast to this, the full and uncorrelated information contained in the individual measurements provides the possibility for a correct fusion of data and enables a probabilistic conflict resolution of the data association problem. With regard to the multiple hypothesis problem, the Gaussian mixture probability hypothesis density (GMPHD) filter provides a solution. For the estimation of the extent of the observed objects, Gaussian processes offer the possibility to model shapes with a considerable amount of flexibility by using functions which represent the contour of the objects. To demonstrate first results of our approach, we show results with real experimental data from one laser scanner and four short range radars.
机译:现代先进的驾驶员辅助系统(ADA)和汽车自动驾驶功能依赖于环境准确的环境模型。为此,利用雷达,激光雷达和相机传感器使用的测量原理的互补优势是一个重要的先决条件。我们为传感器数据融合开发了一个框架,它以模块化方式从多个传感器中包含异构传感器数据。为了使用尽可能多的真实信息,测量数据以其原始的低级形式使用或抽象到单个帧特征表示。从历史上看,一种具有从各个传感器获得的局部分散轨道的方法占上风。该方法不能以直接的方式提供真实的多假设注意事项。此外,当不发送本地轨道的协方差时,高级方法的数学上正确的传感器数据融合是不可行的。与此相反,各个测量中包含的完整和不相关的信息提供了正确融合数据的可能性,并启用数据关联问题的概率冲突。关于多假设问题,高斯混合概率假设密度(Gmphd)过滤器提供了一种解决方案。为了估计观察到的对象的范围,高斯过程通过使用代表物体轮廓的函数来提供具有相当大量的灵活性的形状。为了证明我们的方法的首次结果,我们将结果与一个激光扫描仪和四个短程雷达的真实实验数据显示出现。

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