例句與造句

1. There exist infinitely many H-descriptions of a convex polytope.
2. is a ( possibly unbounded ) convex polytope.
3. Geometrically, this solution will be a vertex of the convex polytope consisting of all feasible points.
4. A convex polytope may be defined as an intersection of a finite number of half-spaces.
5. For every stellation of some convex polytope, there exists a dual faceting of the dual polytope.
6. It's difficult to find convex polytope in a sentence. 用convex polytope造句挺難的
7. In mathematics, a "'quasitoric manifold "'is a topological analogue of the convex polytope.
8. The rhombic triacontahedron is a convex polytope that has a very special property : all of its faces are golden rhombi.
9. In fact, every convex polytope in \ mathbb { R } ^ n is the convex hull of its vertices.
10. For example, a simplex is a closed cell, and more generally, a convex polytope is a closed cell.
11. An intersection of affine inequalities ( half-spaces ) is either empty or a ( possibly infinite ) convex polytope.
12. The terms " bounded / unbounded convex polytope " will be used below whenever the boundedness is critical to the discussed issue.
13. A convex polytope may be defined in a number of ways, depending on what is more suitable for the problem at hand.
14. Different representations of a convex polytope have different utility, therefore the construction of one representation given another one is an important problem.
15. This alternative definition can be extended to the BCS of an arbitrary n-dimensional convex polytope into a number of n-simplices.
16. For a compact convex polytope, the minimal V-description is unique and it is given by the set of the vertices of the polytope.
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