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Mathematical set and euler theories for formalizing new concept of spatial data modelling for hybrid 3D spatial objects

机译:数学集和欧拉理论,用于形式化混合3D空间对象的空间数据建模的新概念

摘要

This research attempts to explore two mathematical theories, namely, set and Euler theories for validation of 3D spatial objects which were generated or constructed from triangular irregular network. The relationship between the theories and spatial database development of the objects also investigated. Validating of 3D objects was restricted to 3D solid only, other primitives of validation such as solid and surface, solid and line, etc are not part of the study. The validation process of the 3D objects was carried out by developing a computer program based on C++ and couple with open source DBMS such as PostgreSQL. The results show that the theories could be utilised for validating 3D spatial objects.
机译:本研究试图探索两种数学理论,即集合和欧拉理论,以验证由三角形不规则网络生成或构造的3D空间对象。理论和对象的空间数据库开发之间的关系也进行了研究。 3D对象的验证仅限于3D实体,其他验证图元(例如实体和曲面,实体和线等)也不属于研究范围。 3D对象的验证过程是通过开发基于C ++的计算机程序并与诸如PostgreSQL之类的开源DBMS进行的。结果表明,该理论可用于验证3D空间对象。

著录项

  • 作者

    Abdul Rahman Alias;

  • 作者单位
  • 年度 2008
  • 总页数
  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
  • 中图分类

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