undirected edge वाक्य
उदाहरण वाक्य
मोबाइल
- If the graph is bipartite, then Undirected Edge Geography is solvable in polynomial time.
- The model uses an n x n grid of nodes to represent a network, where each node is connected with an undirected edge to its neighbors.
- A directed graph is called " weakly connected " if replacing all of its directed edges with undirected edges produces a connected ( undirected ) graph.
- Moralization adds an undirected edge between any two vertices that both have outgoing edges to the same chain, and then forgets the orientation of the directed edges of the graph.
- The number of vertices must be doubled because each undirected edge corresponds to two directed arcs and thus the degree of a vertex in the directed graph is twice the degree in the undirected graph.
- Otherwise, the ordered pair is called " weakly connected " if an undirected path leads from " x " to " y " after replacing all of its directed edges with undirected edges.
- The comparability graph of a partial order is the undirected graph with a vertex for each element and an undirected edge for each pair of distinct elements " x ", " y " with either or.
- Instead, they seek a coloring of the directed graph formed by doubling each undirected edge of the network, with the property that each directed edge has a different color from the edges that go out from and from the neighbors of.
- Although voltage graphs are defined for digraphs, they may be extended to undirected graphs by replacing each undirected edge by a pair of oppositely ordered directed edges and by requiring that these edges have labels that are inverse to each other in the group structure.
- One-dimensional abstract simplicial complexes are mathematically equivalent to simple undirected graphs : the vertex set of the complex can be viewed as the vertex set of a graph, and the two-element facets of the complex correspond to undirected edges of a graph.
- Fraenkel, Scheinerman, and Ullman show that "'Undirected Vertex Geography "'can be solved in polynomial time, whereas "'Undirected Edge Geography "'is PSPACE-complete, even for planar graphs with maximum degree 3.
- The former type of graph is called an " undirected graph " and the edges are called " undirected edges " while the latter type of graph is called a " directed graph " and the edges are called " directed edges ".
- A valid schedule for the disjunctive graph may be obtained by finding an acyclic orientation of the undirected edges that is, deciding for each pair of non-simultaneous tasks which is to be first, without introducing any circular dependencies and then ordering the resulting directed acyclic graph.
- For instance, a Bayesian network represents a system of probabilistic events as vertices in a directed acyclic graph, in which the likelihood of an event may be calculated from the likelihoods of its predecessors in the DAG . In this context, the moral graph of a DAG is the undirected graph created by adding an ( undirected ) edge between all parents of the same vertex ( sometimes called " marrying " ), and then replacing all directed edges by undirected edges.
- For the special case of conjunctive queries in which all relations used are binary, this notion corresponds to the treewidth of the dependency graph of the variables in the query ( i . e ., the graph having the variables of the query as nodes and an undirected edge \ { x, y \ } between two variables if and only if there is an atomic formula R ( x, y ) or R ( y, x ) in the query ) and the conjunctive query is acyclic if and only if its dependency graph is acyclic.
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