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Boolean operations on 3D selective Nef complexes: Data structure, algorithms, optimized implementation and experiments

机译:对3D选择性Nef配合物的布尔运算:数据结构,算法,优化的实现和实验

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摘要

Nef polyhedra in d-dimensional space are the closure of half-spaces under boolean set operations. In consequence, they can represent non-manifold situations, open and closed sets, mixed-dimensional complexes, and they are closed under all boolean and topological operations, such as complement and boundary. They were introduced by W. Nef in his seminal 1978 book on polyhedra. The generality of Nef complexes is essential for some applications.
机译:d维空间中的Nef多面体是布尔集操作下半空间的闭合。因此,它们可以表示非流形情况,开放集和封闭集,混合维数,并且在所有布尔和拓扑运算(例如补数和边界)下都是封闭的。它们是由W. Nef在1978年开创的关于多面体的书中介绍的。 Nef配合物的一般性对于某些应用至关重要。

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