"Traversals" Example Sentences
1. The tree structure can be navigated using depth-first traversals.
2. In-order traversals of a binary search tree give a sorted sequence of keys.
3. Breadth-first traversals are useful in finding the shortest path in a graph.
4. The Euler tour technique can be used for performing traversals on trees.
5. Pre-order traversals of a binary tree can be simulated with a stack.
6. Post-order traversals of a binary tree can be used for deleting nodes.
7. In-order traversals of a threaded binary tree can be used for sorting.
8. Depth-first traversals are widely used in graph algorithms.
9. The tree traversals can be used for expression tree evaluation.
10. The breadth-first traversals can be used for finding all connected components.
11. The graph theory techniques are used for performing traversals in large networks.
12. Recursive traversals are efficient in terms of both memory and time complexity.
13. Iterative traversals are useful in many practical applications.
14. Tree traversals are often used for implementing data structures.
15. The level-order traversals can be used for printing binary trees.
16. Breadth-first traversals are useful for network flow algorithms.
17. The graph traversals can be used for finding a path between two nodes.
18. The tree traversals are the basis for many optimization problems.
19. In-order traversals are widely used for binary search trees.
20. Post-order traversals are useful for checking whether a binary tree is a binary search tree.
21. Depth-first traversals can be useful in finding strongly connected components in a graph.
22. The breadth-first traversals can be used for maximum flow problems.
23. The traversals of a trie data structure can be useful for pattern matching.
24. Recursive traversals of linked structures are often used for searching and indexing.
25. The tree traversals are used for implementing compilers and interpreters.
26. Pre-order traversals can be useful in creating a mirrored binary tree.
27. Depth-first traversals can be used for maze solving algorithms.
28. The traversals of a suffix tree data structure can be used for string matching.
29. In-order traversals can be used for evaluating arithmetic expressions stored in a binary tree.
30. Post-order traversals can be used for deleting binary trees.
Common Phases
1. Perform in-order, pre-order, and post-order
traversals;
2. Traverse the binary tree breadth-first;
3. Traverse the graph depth-first;
4. Perform a topological sort traversal;
5. Traverse the tree using level-order traversal;
6. Run a Dijkstra's algorithm and traverse the graph;
7. Traverse the graph using Bellman-Ford algorithm;
8. Run an A* algorithm and perform the graph traversal;
9. Traverse the binary search tree in-order, pre-order, and post-order;
10. Traverse the AVL tree using breadth-first search.