A NEW SOLUTION MODEL OF NONLINEAR DYNAMIC LEAST SQUARE ADJUSTMENT

TAO Hua-xue; GUO Jin-yun 20f

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A NEW SOLUTION MODEL OF NONLINEAR DYNAMIC LEAST SQUARE ADJUSTMENT

机译：非线性动态最小二乘平差的新模型

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摘要

The nonlinear least square adjustment is a head object studied in technology fields. The paper studies on the non-derivative solution to the nonlinear dynamic least square adjustment and puts forward a new algorithm model and its solution model. The method has little calculation load and is simple. This opens up a theoretical method to solve the linear dynamic least square adjust- ment.

机译：非线性最小二乘平差是技术领域研究的头目。研究了非线性动态最小二乘平差的非导数解，提出了一种新的算法模型及其求解模型。该方法计算量小，简单。这为解决线性动态最小二乘调节问题提供了一种理论方法。

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来源
《Journal of coal science & engineering (China)》 |2000年第2期|p.47-51|共5页
作者
TAO Hua-xue; GUO Jin-yun 20f;
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原文格式 PDF
正文语种 eng
中图分类煤矿开采;
关键词
nonlinear least square; dynamic adjustment; non-derivative analytic method;

机译：非线性最小二乘动态调整;非导数分析法;

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专利

1. A NEW SOLUTION MODEL OF NONLINEAR DYNAMIC LEAST SQUARE ADJUSTMENT [J] . 陶华学, 郭金运煤炭学报：英文版 . 2000,第002期

机译：非线性动态最小二乘平差的新模型
2. Separating iterative solution model of generalized nonlinear dynamic least squares for data processing in building of digital earth [J] . TAO Hua-xue, GUO Jin-yun Transactions of Nonferrous Metals Society of China . 2003,第3期

机译：数字地球构建中数据处理的广义非线性动态最小二乘分离迭代求解模型
3. Separating iterative solution model of generalized nonlinear dynamic least squares for data processing in building of digital earth [J] . 陶华学, 郭金运中国有色金属学报（英文版） . 2003,第003期

机译：数字地球建筑中数据处理的广义非线性动态最小二乘分离迭代求解模型
4. Orthogonal least squares fuzzy modeling of nonlinear dynamical systems [C] . Mastorocostas, P., Theocharis, Fuzzy Systems, 1997., Proceedings of the Sixth IEEE International Conference on . 1997

机译：非线性动力系统的正交最小二乘模糊建模
5. Quadratically constrained least squares identification and nonlinear system identification using Hammerstein/nonlinear feedback models. [D] . Van Pelt, Tobin Hunter. 2000

机译：使用Hammerstein /非线性反馈模型对二次约束最小二乘辨识和非线性系统辨识。
6. Hierarchical Cluster-based Partial Least Squares Regression (HC-PLSR) is an efficient tool for metamodelling of nonlinear dynamic models [O] . Kristin Tøndel, Ulf G Indahl, Arne B Gjuvsland, 2011

机译：基于层次聚类的偏最小二乘回归（HC-PLSR）是用于非线性动力学模型的元建模的有效工具
7. Using Weighted Nonlinear Least Squares to Estimate Fish Population Dynamics Models [O] . Ian Domowitz 100

机译：用加权非线性最小二乘估计鱼群动态模型

A NEW SOLUTION MODEL OF NONLINEAR DYNAMIC LEAST SQUARE ADJUSTMENT

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