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迭代限差
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     The Iteration of Quasipolynomial Mappings
     拟多项式的迭代
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     The Periodicty For Sequence Of Number Of Iteration
     迭代数列的周期性
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     The numerical results demonstrate the advantages of the method, including the monotone convergence property of iterative sequences and the high accuracy of the method.
     数值结果显示了该方法的优越性,包括迭代序列的单调收敛性及有限差分解的高精度。
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     The Specific Characteristics of Limit Errors in Close Range Photogrammetry
     近景摄影测量限差的特殊性
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     Discussion on the error bound of underground trigonomertrical leveling
     浅析井下三角高程测量限差
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In this paper, the features of linear iterative method and nonlinear iterative method of a linear model are studied in detail. Mathematical features and characters of robust estimation theory and method are analyzed. Their solution features and traces of two methods are well described, the relevant features of iterative robust estimation in the processing of meassred data are deeply studied theoretically. And the relations between initial value, iterative tolerance and convergence, reliability of L1 estimation...

In this paper, the features of linear iterative method and nonlinear iterative method of a linear model are studied in detail. Mathematical features and characters of robust estimation theory and method are analyzed. Their solution features and traces of two methods are well described, the relevant features of iterative robust estimation in the processing of meassred data are deeply studied theoretically. And the relations between initial value, iterative tolerance and convergence, reliability of L1 estimation are analyzed. Some key problems in robust estimation design and realization are well solved.

对线性模型的线性迭代和非线性迭代求解方法的性质进行了详细研究,分析了抗差估计理论与方法的数学性质和特点,描述了线性与非线性两种方法的解特点和解轨迹,从理论上深入研究了测量数据处理中迭代抗差估计方法的有关性质,针对估计,分析了初始值和迭代限差与收敛性和解可靠性之间的关系,解决了抗差估计方案设计和技术实现过程中的几个技术难题。

 
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