The paper provides a method to drive geometric object based on the constraint and engineering relations in designing a geometry model.
本文系统地阐述了一种在进行几何型体设计时用约束关系和工程关系来驱动几何型体的方法。
Fractal geometry studies the characteristics of irregular 'geometric object and indicates quantitatively the complexity of geometric object by using concept of fractal dimension.
分形几何学是用分数维定量地表征不规则几何体的复杂性。
This thesis presents the design and implementation of a geometric-object-oriented language for symbolic geometric computation, reasoning, and visualization.
本学位论文主要介绍一种用于符号几何计算、几何推理以及视化几何对象的面向几何对象语言的设计与实施。
This thesis presents the design and implementation of a geometric-object-oriented language for symbolic geometric computation, reasoning, and visualization.
本学位论文主要介绍一种用于符号几何计算、几何推理以及视化几何对象的面向几何对象语言的设计与实施。
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