[1] 陈述彭, 陈秋晓,周成虎. 格网地图与网格计算. 测绘科学, 2002, 27(1):1-6.
[2] 黄涛、何炼成, 井田制研究—对先秦土地制度变迁的经济学解释,河南师范大学学报(哲学社会科学版),2006,33(5):99-103
[3] 李德仁. 论广义空间信息网格与狭义空间信息网格. 遥感学报, 2005, 9(5): 513-520.
[4] 李德仁,彭明军,劭振峰. 教育空间数据库的城市网格化管理与服务系统设计和实现.武汉大学学报(信息科学版), 2006,31(6): 471-475.
[5] 王家耀, 祝玉华,吴明光. 论网格与网格地理信息系统. 测绘科学技术学报, 2006, 23(1): 1-7.
[6] Dutton G. Polyhedral hierarchal tessellation: the shape of GIS to come. GeoInfo Systems, 1991, 1(3): 49-55.
[7] Dutton G. Imrpoving locational specigity of map data –A multi-resolution, metadata-driven approach and notation. IJGIS, 1996, 10(2): 251-268.
[8] Dutton G. Universal geospatial data exchange via global hierarchical coordinate. International Conference on Discrete Global Grids.Santa Barbara, California, USA, 2000.
[9] Goodchild M F. Geographical Grid Models for Environmental Monitoring and Analysis across the Globe (panel session). GIS/LIS '94 Conference, Phoenix, A Z, 1994.
[10] Fekete G. 1990. Sphere quadtrees: A new data structure to support the visulization of spherically distributed data.Proceedings of SPIE, 1259: 242-253.
[11] Lee M, Samet H. Navagating through triangle meshes implemented as linear qudstrees, ACM Transaction on Graphs, 2000,19(2): 79-121.
[12] Kimerling A J, Sahr K, White D, Song L. Comparing Geometrical Properties of Global Grids. Cartography and Geographic Information Science. 1999, 26(4): 271-287.
[13] Tobler W R, Chen Z. 1986. A Quadtree for Global Information Storage. Geographical Analysis. 18(4):360-71.
[14] 杨世仁, Goodchild.空间数据的三角形四叉树结构及其基本操作. 环境遥感, 1995, 10(4):419-424.
[15] 陈军. Voronoi动态空间数据模型.测绘出版社, 2002.
[16] 赵学胜, 陈军.基于球面四元三角剖分的层次空间关系推理. 测绘学报, 2001,30(4):355-360.
[17] 赵学胜, 陈军, 王金庄. 基于O-QTM的球面Voronoi图生成算法. 测绘学报,2002, 31(2):157-163.
[18]袁文, 马蔼乃, 管晓静. 一种新的球面三角投影: 等角比例投影(EARP). 测绘学报, 2005,34(1):78-84.
[19]周成虎, 欧阳, 杨辽, 等. 矢量多边形栅格化的保积优化模型. 中国科学:D辑, 2006, 36 (增刊Ⅱ): 157-163.
|