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-  2016 

基于整体极优对应的不同比例尺线目标一致化处理方法
A Methodology of Handling Inconsistencies Between Line Objects in Multi-scale Maps Based on the Optimum Correspondence Algorithm

DOI: 10.13203/j.whugis20140430

Keywords: 多尺度,线目标,不一致性,投影,极优对应,
multi-scale
,line objects,inconsistency,projection,optimum correspondence

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Abstract:

空间数据不一致性问题是国际地理信息科学领域长期关注的一项基础研究课题。不一致性是衡量空间数据质量高低的一个基本指标,亦是多源、多尺度数据集成、空间数据合并的重要研究内容,其存在直接影响空间数据分析、管理和增值应用。当前有关线目标不一致性的处理研究主要针对相同(或相近)比例尺目标,采用局部简化处理方法,缺乏对空间目标整体形状结构的考虑,对不同比例尺地图数据之间的不一致性处理问题几乎没有涉及。为此,顾及不同比例尺地图空间线目标表达的详细程度差异,提出了一种基于整体极优对应的不同比例尺线目标几何特征不一致性的处理新方法,进而通过对多组不同比例尺线目标不一致性处理的对比实验验证了该方法的有效性和实用性

References

[1]  Li D R. The Geo-spatial Information Science Mission [J]. <em>Geo-spatial Information Science</em>, 2012, 15(1): 1-2
[2]  Kang H K, Li K J. Assessing Topological Consistency for Collapse Operation in Generalization of Spatial Databases[J]. <em>Lecture Notes in Computer Science</em>, 2005, 3 770: 249-258
[3]  Ai Tinghua, Wu Hehai. Consistency Correction of Shared Boundary Between Adjacent Polygons [J]. <em>Journal of Wuhan Technical University of Surveying and Mapping</em>, 2000, 25(5): 426-431(艾廷华, 毋河海. 相邻多边形共享边界的一致化改正[J]. 武汉测绘科技大学学报, 2000, 25(5): 426-431)
[4]  State Bureau of Surveying and Mapping. GB/T 12343.1—2008. Compilation Specifications for National Fundamental Scale Maps—Part1: Compilation Specification for 1:25 000 1:50 000 1:100 000 Topographic Maps[S]. Beijing: China Standard Press,2008(中华人民共和国国家质量监督检验检疫总局. GB/T 12343.1—2008. 国家基本比例尺地图编绘规范第1部分:1:25 000 1:50 000 1:100 000地形图编绘规范[S]. 北京: 中国标准出版社,2008)
[5]  Hu Yungang, Chen Jun, Zhao Renliang, et al. Matching of Roads Under Different Scales for Updating Map Data[J]. <em>Geomatics and Information Science of Wuhan University</em>, 2010, 35(4): 451-456(胡云岗, 陈军, 赵仁亮, 等. 地图数据缩编更新中道路数据匹配方法[J]. 武汉大学学报\5信息科学版, 2010, 35(4): 451-456)
[6]  Goodchild M F. Issues of Quality and Uncertainty[C]. State of Indiana Geographic Information System Conference, Indianapolis, 1991
[7]  Li D R, Zhang J X, Wu H Y. Spatial Data Quality and Beyond [J]. <em>International Journal of Geographical Information Science</em>, 2012, 26(12): 2 277-2 290
[8]  Gadish D A. Inconsistency Detection and Adjustment of Spatial Data Using Rule Discovery [D]. Canada:University of Guelph, 2001
[9]  Jian Canliang, Zhao Binbin, Deng Min, et al. Detailed Review on Geo-spatial Data Inconsistency Detecting and Handling[J]. <em>Computer Engineering and Applications</em>, 2013, 49(10): 150-155(简灿良, 赵彬彬, 邓敏, 等. 地理空间数据不一致性探测处理方法研究[J]. 计算机工程与应用, 2013, 49(10): 150-155)
[10]  Yang Min, Ai Tinghua, Liu Pengcheng, et al. The Matching and Consistency Correcting in the Integration of Contour and River Network[J]. <em>Acta Geodaetica et Cartographica Sinica</em>, 2012, 41(1): 152-158(杨敏, 艾廷华, 刘鹏程, 等. 等高线与水网数据集成中的匹配及一致性改正[J]. 测绘学报, 2012, 41(1): 152-158)
[11]  Kainz W. Logical Consistency[M].//Guptill S C, Morison J L. Elements of Spatial Data Quality. Oxford: Elsevier, 1991
[12]  Peng Dongliang, Deng Min, Zhao Binbin. Multi-scale Transformation of River Networks Based on Morphing Technology[J]. <em>Journal of Remote Sensing</em>, 2012, 16(5): 953-968(彭东亮, 邓敏, 赵彬彬. 河网多尺度Morphing的变换方法研究[J]. 遥感学报, 2012, 16(5): 953-968)
[13]  Xu Peiliang. Variance-covariance Propagation for a Nonlinear Function[J]. <em>Journal of Wuhan Technical University of Surveying and Mapping</em>, 1986, 11(2): 92-99(徐培亮. 非线性函数的协方差传播公式[J]. 武汉测绘科技大学学报, 1986, 11(2): 92-99)
[14]  Servigne S, Ubeda T, Puricelli A, et al. A Methodology for Spatial Consistency Improvement of Geographic Databases [J]. <em>Geoinformatica</em>, 2000, 4(1): 7-34
[15]  Ubeda T, Egenhofer M J. Topological Error Correcting in GIS[M].//Scholl M,Voisard A. Advances in Spatial Databases SSD'97. Germany: Springer Berlin, 1997: 283-297
[16]  Du S H, Qin Q M, Wang Q, et al. Evaluating Structural and Topological Consistency of Complex Regions with Broad Boundaries in Multi-resolution Spatial Databases[J]. <em>Information Sciences</em>, 2008, 178(1): 52-68
[17]  Liu Wenbao, Xia Zongguo, Cui Xianguo. A New Generalized Algorithm of Node Snapping and a Universal Model of Error Propagating[J]. <em>Acta Geodaetica et Cartographica Sinica</em>, 2001, 30(2): 140-147(刘文宝, 夏宗国, 崔先国. GIS结点捕捉的广义算法及误差传播模型[J]. 测绘学报, 2001, 30(2): 140-147)
[18]  Peng Dongliang, Liu Huimin, Deng Min, et al. An Investigation on the Change Law of Interpolated Linear Features in Morphing Transformation[J]. <em>Geography and Geo-Information Science</em>, 2013, 29(1): 22-27(彭东亮, 刘慧敏, 邓敏, 等. 线状要素Morphing变换长度变化规律探讨[J]. 地理与地理信息科学, 2013, 29(1): 22-27)
[19]  Deng Min, Liu Wenbao, Feng Xuezhi. Dealing with Inconsistency Between Digital Geographic Lines from Multi-data Sources in GIS[J]. <em>Journal of Remote Sensing</em>, 2005, 9(4): 343-348(邓敏, 刘文宝, 冯学智. GIS中地理边线不一致性的处理[J]. 遥感学报, 2005, 9(4): 343-348)
[20]  Maras S S, Maras H H, Aktug B, et al. Topological Error Correction of GIS Vector Data[J]. <em>International Journal of the Physical Sciences</em>, 2010, 5: 476-483
[21]  N?llenburg M, Merrick D, Wolff A, et al. Morphing Polylines: A Step Towards Continuous Generalization[J]. <em>Computers, Environment and Urban Systems</em>, 2008, 32: 248-260
[22]  State Bureau of Surveying and Mapping. GB/T 13990—2012. Specifications for Aero Photogrammetric Office Operation 1:5 000, 1:10 000 Topographic Maps[S]. Beijing: China Standard Press, 2012(中华人民共和国国家质量监督检验检疫总局. GB/T 13990—2012. 1:5 000 、1:10 000地形图航空摄影测量内业规范[S]. 北京: 中国标准出版社, 2012)

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