... 高斯约化法Gauss method of reduction 序贯平差successive adjustment 秩亏网平差rank defect network adjustment ...
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附限制条件的序贯平差 the sequential adjustment with constraints
M-M抗差序贯平差 M-M robust estimation for sequential adjustment
抗差序贯平差 robust sequential estimation
In GPS kinematic positioning, if adopting sequential adjustment, when the ambiguity parameters are changing and the reference satellite is moving, the relations between adjacent epoch will become abnormally complex, resulting in the complexity of adjustment model.
GPS动态定位中,如采用序贯平差求解,模糊度参数变化以及参考星升降时,前后历元的承接关系异常复杂,这使得序贯平差模型变得十分复杂,针对这个问题,本文详细推导了序贯平差统一模型,并通过算例验证了模型的正确性和高效性。
参考来源 - GPS精密单点定位和高精度GPS基线网平差研究及其软件实现·2,447,543篇论文数据，部分数据来源于NoteExpress
在序贯平差中通过引入假观测值法，简化了第二种解法的公式推证过程。
On the successive adjustment, the deduction of the second solution formulas is simplified by introduction of fictitious observation values.
这种解法具有数值稳定性好、计算效率高和节省内存等优点，它也适用于序贯平差。
This approach is advantageous in terms of numerical stability, computational efficiency and storage saving.
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