polyhedron in Germany

polyhedron [pɔlihdrən] Polyede

Sentence patterns related to "polyhedron"

Below are sample sentences containing the word "polyhedron" from the English - Germany Dictionary. We can refer to these sentence patterns for sentences in case of finding sample sentences with the word "polyhedron", or refer to the context using the word "polyhedron" in the English - Germany Dictionary.

1. Modern enterprise is a polyhedron.

2. A cube is a polyhedron.

3. A polyhedron with ten faces.

4. A polyhedron with eight plane surfaces.

5. Polyhedron - base Structure , which consists of space - filling polyhedron models, is a new type of space structure.

6. 11 A cube is a polyhedron.

7. A novel microstrip slot antenna was presented here, which located on the arris of polyhedron and was fed by microstrip line inside the polyhedron.

8. In geometry, a Circumscribed sphere of a polyhedron is a sphere that contains the polyhedron and touches each of the polyhedron's vertices

9. On the base of analysis classic methods, the morphologic addition algorithm for convex polyhedron is predigested to the morphologic addition of faces in polyhedron.

10. Graphical user interface using a polyhedron, and user terminal having same

11. A polygon (or polyhedron) is Circumscribed about a closed curve

12. Circumscribed[′sər·kəm‚skrībd] (mathematics) A closed curve (or surface) is Circumscribed about a polygon (or polyhedron) if every vertex of the polygon (or polyhedron) is incident upon the curve (or surface) and the polygon (or polyhedron) is contained in the curve (or surface)

13. Because of this edge-degeneracy, it is not always considered to be a uniform polyhedron.

14. In geometry, an Alternation is an operation on a polyhedron or tiling that removes alternate vertices

15. Then it is substituted in Burnside formula, all vertex - coloring formulas of the regular polyhedron are determined.

16. The structure of the Alum crystals is regular octahedra which is a polyhedron having

17. In closo Boranes, each BH fragment points outwards from a vertex of a polyhedron

18. NMR technology was used to research the silicon - oxide polyhedron structure in activated fly ash.

19. Simulation experimental results demonstrate this method can show the force character of convex polyhedron effectively.

20. In geometry, Chamfering or edge-truncation is a topological operator that modifies one polyhedron into another

21. Moreover, the boundary initialization of population is obtained by getting all the extreme points of the bounded convex polyhedron.

22. The various connection modes between U-O polyhedron and inorganic oxygen acid allow uranyl compounds to be structurally very diverse.

23. The processes of 3D buffer creation for point, line, face and convex polyhedron are introduced in detail in the paper.

24. Positive form can be introduced into any polygon or polyhedron by regarding it as a closed skin subjected to internal expansion.

25. It also proposes a method to construct the convex polyhedron and compute its volume, and presents the mathematical basis of the method.

26. Comparing with traditional method, the result of measurement in this method contains influence of cooperated clearance between the regular polyhedron and the axle stand.

27. Finally, this thesis gives the definition of the rectilinear Steiner tree problem in more higher-dimensional space, and the corresponding structure of the minimum convex polyhedron.

28. Expression Systems’ popular BestBac Linearized Baculovirus DNA backbone has been engineered to deliver highly efficient recombination with all polyhedron gene locus based transfer vectors

29. A polyhedron has been defined as a set of points in real affine (or Euclidean) space of any dimension n that has flat sides.

30. This thesis analyzed static behavior of plate polyhedron frame structures. The distribution rule of member internal forces was found by comparing with plate grid structures.

31. FORTRAN program to generate random convex polyhedron aggregate based on the topology of spherical aggregates and the codes of the mesoscale structured finite element grids of concrete is developed.

32. In Borane: Structure and bonding of Boranes …of n boron atoms; (2) nido- (from Latin nidus, meaning “nest”), nonclosed structures in which the B n cluster occupies n corners of an (n + 1)-cornered polyhedron—i.e., a closo-polyhedron with one missing vertex; (3) arachno- (Greek, meaning “spider’s web”), clusters that are even more open, with boron atoms occupying n…

33. When it exists, a Circumscribed sphere need not be the smallest sphere containing the polyhedron; for instance, the tetrahedron formed by a vertex of a cube and its three neighbors has the

34. Based on the distance concept in this paper, potential function and balance function are introduced and used to measure the uniformity of points distributed in a general convex polyhedron.

35. The adjustable support means (44, 46, 48) and the lower support points (32, 36, 38, 40) define a polyhedron within which the centre (C)of said screw head (18) is located.

36. We represent an Alcoved polyhedron by a real square matrix A of order 4 and we compute the exact volume of P: it is a polynomial expression in the aij, homogeneous of

37. The facet equations of a 3--dimensional Alcoved polyhedron P are only of two types (xi=cnst and xi-xj=cnst) and the f --vector of P is bounded above by (20,30,12)

38. As adjectives the difference between Adjacent and diagonal is that Adjacent is lying next to, close, or contiguous; neighboring; bordering on while diagonal is (geometry) joining two nonAdjacent vertices (of a polygon or polyhedron)

39. The facet equations of a 3--dimensional Alcoved polyhedron P are only of two types (x i =cnst and x i-x j =cnst) and the f --vector of P is bounded above by (20,30,12)

40. 3There are a great number of known neutral and anionic hydroborane clusters 4These structures are often described as being polyhedral or deltahedral 5A deltahedron is a polyhedron that possesses only triangular faces, e.g., an octahedron 5.03 Lecture 6 Polyhedral Boranes and Wade’s Rules

41. A hyperplane is Convex: this is a set of the form fx: aTx= bg A halfspace is Convex: this is a set of the form fx: aTx bg A norm ball is Convex: given a norm kkon Rn (e.g., the ‘p norm, kkp, for p 1) this has the form fx: kxk tg A polyhedron is Convex: this is the intersection of some nite number of halfspaces, as in fx: aT ix b;i= 1;:::mg: