Nghĩa của từ vertex|vertexes|vertices bằng Tiếng Anh

noun

[ver·tex || 'vɜrteks /'vɜː-]

peak, highest point, top, summit

Đặt câu với từ "vertex|vertexes|vertices"

Dưới đây là những mẫu câu có chứa từ "vertex|vertexes|vertices", trong bộ từ điển Từ điển Tiếng Anh. Chúng ta có thể tham khảo những mẫu câu này để đặt câu trong tình huống cần đặt câu với từ vertex|vertexes|vertices, hoặc tham khảo ngữ cảnh sử dụng từ vertex|vertexes|vertices trong bộ từ điển Từ điển Tiếng Anh

1. Combinatorially, one can define a polygon as a set of vertices, a set of edges, and an incidence relation (which vertices and edges touch): two adjacent vertices determine an edge, and dually, two adjacent edges determine a vertex.

2. Requirement is, that the cyclic order of the adjacent vertices for every vertex of the graph is found out by a topological algorithm for planarity.

3. Complete Bipartite Graphs De nition Acomplete Bipartite graphis a simple graph in which the vertices can be partitioned into two disjoint sets V and W such that each vertex in V is adjacent to each vertex in W

4. A subgraph which contains all the vertices is called a line/edge Covering.A subgraph which contains all the edges is called a vertex Covering.

5. Bipartite Graph - If the vertex-set of a graph G can be split into two disjoint sets, V 1 and V 2, in such a way that each edge in the graph joins a vertex in V 1 to a vertex in V 2, and there are no edges in G that connect two vertices in V 1 or two vertices in V 2, then the graph G is called a Bipartite graph.

6. Then the method computes widest paths between all pairs of vertices, and the winner is the candidate whose vertex has wider paths to each opponent than vice versa.

7. Vertex Ac to vertex Ad = straight line.

8. Complete Bipartite Graph: A graph G = (V, E) is called a complete Bipartite graph if its vertices V can be partitioned into two subsets V 1 and V 2 such that each vertex of V 1 is connected to each vertex of V 2

9. Erate vertex (V and Va) and severe vertex Baldnesses (VI and VII)

10. Vertices of a Polygon

11. Triangle by Its Vertices

12. Equilateral triangle with given two vertices

13. The vertices of a polygon

14. the vertex of a mountain.

15. Definition 2 We define an Adjointly circle of triangle ABC a circle which contains two vertexes of the triangle and in one of these vertexes is tangent to the respective side

16. They're typically attributes, as per vertex.

17. Square with two given adjacent vertices

18. Construct a polygon with this vertex

19. then from the intersection in point b above, the straight line via vertex 13 to vertex 14;

20. Vertex radius polygon inscribed circle Circumscribed

21. Construct a triangle with this vertex

22. Max. vertex blend matrix palette size

23. Now we need a vertex buffer.

24. Branchings can also solve the following problem; Given directed multigraphs D = (V,A) and D′ = (V,A′) on the same vertices, a cost function c on A′, a natural num- ber k and a vertex s ∈ V

25. Construct a polygon by giving its vertices