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Online algorithm for variance components estimation

机译:方差分量估计的在线算法

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In this study, we develop a new algorithm for online variance components estimation (Online-VCE) of geodetic data based on the batch expectation-maximization (EM) algorithm and stochastic approximation theory. The Online-VCE algorithm is then applied to the Kalman filter and least-squares method and validated using simulated kinematic precise point positioning (PPP) based on the global navigation satellite system as well as real data PPP experiments. The Online-VCE algorithm is specifically designed to monitor and establish a stochastic model in real-time or high-rate data applications. Compared to other methods, the Online-VCE is faster and can estimate the stochastic model in real time because it does not need to store all data, but simply estimates the expected result and computes the gradient of the parameters using only one or a few observations. In future, the Online-VCE algorithm can be used to develop a real-time atmospheric stochastic model for PPP applications.(c) 2021 Elsevier B.V. All rights reserved.
机译:在这项研究中,我们开发了网上方差分量基于批处理期望最大化(EM)算法和随机逼近理论大地测量数据的估计(在线VCE)的新算法。然后将在线VCE算法应用于卡尔曼滤波器和最小二乘法和验证使用基于全球导航卫星系统以及实际数据PPP实验上模拟运动精确点定位(PPP)。该在线VCE算法是专门设计用来监控,并建立实时或高速数据应用的随机模型。与其它方法相比,该在线VCE更快,可实时估计随机模型,因为它并不需要存储的所有数据,而只是估计预期的结果,并计算仅使用一个或几个观测参数的梯度。今后,在线VCE算法可以用来开发应用PPP实时大气随机模型。(C)2021爱思唯尔B.V.保留所有权利。

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