connected graph造句
1. G is a minimal connected graph.
2. Let G be a simple finite connected graph.
3. A tree is a connected graph with no cycles.
4. In the cycle packing problem, given an undirected connected graph G, it is required to find the maximum number of pairwise edge disjoint cycles in G.
5. An edge of a 6 connected graph is said to be 6-contractible if its contraction results still in a 6 connected graph.
6. An undirected connected graph with no cycles is called a tree. A vertex with degree equal to one in a tree is called a leaf.
7. In this paper, the bond cover of a connected graph was studied.
8. A non complete 6 connected graph is called contraction - critical if it has no any 6 - contractible edge.
9. An inequality about degree of vertex of a connected graph can be given, and the upper bounds of the largest eigenvalue of the quasi-Laplacian matrix of a connected graph can be obtained.
10. A weighted path algorithm and a connected graph algorithm were developed to automatically find multicasting faults in large multicasting networks.
11. Introduced in this paper is the forest graph of a connected graph which is a generalization of the tree graph.
12. In the second chapter, we give a sufficient condition for a 4 - connected graph to be Hamiltonian.
13. In particular, a new necessary and sufficient condition is given for a connected graph G containing a perfect matching.
14. The researchers, who are from various institutions in Italy, explain that their model consists of agents that are represented by nodes in a sparsely connected graph.
15. The paper gives out an effective calculating method RMA, which changes an arbitrary non-directed graph into a R-side connected graph with minimum enhancement.
16. The paper gives a convenient and fast algorithm to find total spanning trees of a connected graph by the supplemented incidence matrix of the graph.
17. We shall see that a tree can be defined as a connected graph which contains no circuits.
18. The traditional search algorithm has been improved based on the features of connected graph so that it can calculate operation steps of any specific scheduled task automatically.
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19. In this paper, we give the upper and lower bounds of the largest quasi-Laplace eigenvalue of a connected graph by algebraic method.
20. In this Paper it is Proved by the rank transformation that maximum rank of the adjacent matrixes of all spanning trees of a connected graph G is twice the line independence number of the graph G.