无缝仿射基准转换模型的方差分量估计

以无缝仿射基准变换为例,研究了无缝基准转换模型的方差分量估计理论,导出无缝基准变换过程中两套坐标的方差分量估计公式。通过模拟试验分析表明,采用方差分量估计方法能正确地恢复出客观体现两套坐标误差的方差值,从而有效提高无缝基准转换精度。...

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Published in测绘学报 Vol. 45; no. 1; pp. 30 - 35
Main Author 李博峰
Format Journal Article
LanguageChinese
Published 同济大学测绘与地理信息学院,上海,200092 2016
Subjects
Online AccessGet full text
ISSN1001-1595
DOI10.11947/j.AGCS.2016.20140676

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Abstract 以无缝仿射基准变换为例,研究了无缝基准转换模型的方差分量估计理论,导出无缝基准变换过程中两套坐标的方差分量估计公式。通过模拟试验分析表明,采用方差分量估计方法能正确地恢复出客观体现两套坐标误差的方差值,从而有效提高无缝基准转换精度。
AbstractList P207; 以无缝仿射基准变换为例,研究了无缝基准转换模型的方差分量估计理论,导出无缝基准变换过程中两套坐标的方差分量估计公式.通过模拟试验分析表明,采用方差分量估计方法能正确地恢复出客观体现两套坐标误差的方差值,从而有效提高无缝基准转换精度.
以无缝仿射基准变换为例,研究了无缝基准转换模型的方差分量估计理论,导出无缝基准变换过程中两套坐标的方差分量估计公式。通过模拟试验分析表明,采用方差分量估计方法能正确地恢复出客观体现两套坐标误差的方差值,从而有效提高无缝基准转换精度。
Author 李博峰
AuthorAffiliation 同济大学测绘与地理信息学院,上海200092
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DocumentTitleAlternate Variance Component Estimation in the Seamless Affine Transformation Model
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Keywords variance component estimation
仿射变换
方差分量估计
无缝基准转换
seamless datum transformation
affine transformation
Language Chinese
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seamless datum transformation; affine transformation; variance component estimation
LI Bofeng (College of Surveying and Geo-informatics, Tongji University, Shanghai 200092,China)
With the seamless affine transformation as an instance, the variance component estimation (VCE) theory is studied in the seamless datum transformation. The VCE formula of the seamless transformation model is derived. The results from the simulation experiments show that the VCE can correctly recover the objectwe variance components of coordinates in two datums. As a result, the accuracy of seamless transformation can be improved.
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Snippet 以无缝仿射基准变换为例,研究了无缝基准转换模型的方差分量估计理论,导出无缝基准变换过程中两套坐标的方差分量估计公式。通过模拟试验分析表明,采用方差分量估计方法能正确地恢复出客观体现两套坐标误差的方差值,从而有效提高无缝基准转换精度。
P207; 以无缝仿射基准变换为例,研究了无缝基准转换模型的方差分量估计理论,导出无缝基准变换过程中两套坐标的方差分量估计公式.通过模拟试验分析表明,采用方差分量估计方法能正确地恢复出客观体现两套坐标误差的方差值,从而有效提高无缝基准转换精度.
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StartPage 30
SubjectTerms 仿射变换
方差分量估计
无缝基准转换
Title 无缝仿射基准转换模型的方差分量估计
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