Table of Contents
- 1 Can DFS and BFS algorithms provide the same solution?
- 2 What is applied in DFS sometimes but not in BFS?
- 3 What are some applications where only BFS can be used?
- 4 Which algorithm will you use between BFS and DFS to find the shortest path of an unweighted graph explain with an example?
- 5 What can be the application of DFS?
- 6 Which application is not used in breadth first search?
- 7 What are differences between BFS and DFS graph traversing algorithm *?
- 8 What is the use of BFS and DFS?
- 9 What is the meaning of BFS in graph theory?
- 10 What is the time complexity of DFS?
Can DFS and BFS algorithms provide the same solution?
One important advantage of BFS would be that it can be used to find the shortest path between any two nodes in an unweighted graph. Whereas, we cannot use DFS for the same.
What is applied in DFS sometimes but not in BFS?
BFS(Breadth First Search) uses Queue data structure for finding the shortest path. DFS(Depth First Search) uses Stack data structure.
In which of the following applications both BFS and DFS can be used?
Using DFS we can find path between two given vertices u and v. We can perform topological sorting is used to scheduling jobs from given dependencies among jobs. Topological sorting can be done using DFS algorithm.
What are some applications where only BFS can be used?
Also, in case of unweighted graphs, any spanning tree is Minimum Spanning Tree and we can use either Depth or Breadth first traversal for finding a spanning tree. 2) Peer to Peer Networks. In Peer to Peer Networks like BitTorrent, Breadth First Search is used to find all neighbor nodes.
Which algorithm will you use between BFS and DFS to find the shortest path of an unweighted graph explain with an example?
Dijkstra’s algorithm adapts BFS to let you find single-source shortest paths. In order to retrieve the shortest path from the origin to a node, you need to maintain two items for each node in the graph: its current shortest distance, and the preceding node in the shortest path.
How BFS is different from DFS?
The major difference between BFS and DFS is that BFS proceeds level by level while DFS follows first a path form the starting to the ending node (vertex), then another path from the start to end, and so on until all nodes are visited. BFS and DFS are the traversing methods used in searching a graph.
What can be the application of DFS?
Depth-first search is used in topological sorting, scheduling problems, cycle detection in graphs, and solving puzzles with only one solution, such as a maze or a sudoku puzzle. Other applications involve analyzing networks, for example, testing if a graph is bipartite.
Which application is not used in breadth first search?
6. Which of the following is not an application of Breadth First Search? Explanation: Breadth First Search can be applied to Bipartite a graph, to find the shortest path between two nodes, in GPS Navigation. In Path finding, Depth First Search is used.
When would you use BFS to determine the shortest path?
We say that BFS is the algorithm to use if we want to find the shortest path in an undirected, unweighted graph. The claim for BFS is that the first time a node is discovered during the traversal, that distance from the source would give us the shortest path.
What are differences between BFS and DFS graph traversing algorithm *?
What is the use of BFS and DFS?
BFS can also be used to check if there is a path from one vertex to another in a graph (directed or undirected). DFS and BFS can also be used to count the number of connected components in a graph. When should we use BFS instead of DFS, and vice versa?
Does BFS use more memory than other data structures?
In terms of space usage, BFS will on average use more memory for trees, but for more general graphs, in certain cases, it could use significantly lessmemory.
What is the meaning of BFS in graph theory?
BFS stands for Breadth First Search is a vertex based technique for finding a shortest path in graph. It uses a Queue data structure which follows first in first out.
What is the time complexity of DFS?
The Time complexity of DFS is also O (V + E) when Adjacency List is used and O (V^2) when Adjacency Matrix is used, where V stands for vertices and E stands for edges. 6. Please also see BFS vs DFS for Binary Tree for the differences for a Binary Tree Traversal.