Traversal example sentences

"Traversal" Example Sentences

1. The traversal of the mountain pass was difficult.
2. The robotic arm performed a smooth traversal of the workspace.
3. The traversal algorithm efficiently found the shortest path through the maze.
4. The traversal of the large data structure took a long time to complete.
5. The computer simulated thousands of possible traversals of the game tree.
6. The traversal of the forest path took much longer than expected.
7. The traversal of the winding trails left them exhausted.
8. The traversal of the cave network required ropes and harnesses.
9. The traversal graph represented all possible routes through the city.
10. The deep traversal method examined every node in the tree.
11. The breadth first traversal examined all nodes at each level.
12. Depth first traversal had a lower memory requirement but took longer.
13. Preorder and postorder traversal have different properties.
14. The traversal allowed us to explore every part of the building.
15. We used hooks to aid our descent and ascent during the cave traversal.
16. The map showed multiple possible traversals of the trail system.
17. The traversal of the terrain was slowed by thick vegetation.
18. The traversal algorithm ran in linear time.
19. The graph traversal accurately modeled the flow of traffic.
20. In order traversal examined the nodes in the order they were created.
21. The recursive traversal generated all possibilities.
22. The company optimized the CPU traversal algorithm to run faster.
23. The traversal code had to handle many edge cases.
24. The traversal led them deep into the wilderness.
25. The computer simulation tested thousands of possible network traversals.
26. The traversal of the tunnels uncovered passages unknown to explorers.
27. The queue data structure facilitated breadth first traversal of the tree.
28. The traversal code had to be debugged and optimized.
29. The recursive traversal returned useful intermediate results.
30. The traversal allowed them to map the previously uncharted cave system.
31. The simulation evaluated traversal strategies on a stochastic graph.
32. The 3D traversal algorithm handled complex geometries.
33. A stack data structure enabled depth first traversal.
34. The robotic arm practiced smooth traversals of its work envelope.
35. The soldiers' traversal of the mountain took longer than expected.
36. The rover's traversal of Mars was carefully planned and monitored.
37. The traversal code had to be robust, handling edge cases gracefully.
38. The graph search algorithm used heuristic information to guide the traversal.
39. A topological sort provided an in-order traversal of the nodes.
40. The computer sprite's traversal of the maze was slow and inefficient.
41. The traversal graph modeled possible paths through the subway system.
42. The traversal algorithm ran in logarithmic time.
43. The path traversal algorithm searched for possible shortcuts.
44. The database traversal returned the requested results set.
45. The enemy's traversal of the battlefield was unpredictable.
46. The simulation tested millions of random traversals of the graph.
47. The recursive traversal generated stacks of possibilities.
48. The 3D model used a hierarchical representation for fast traversal.
49. The calculations required the traversal of an enormous lookup table.
50. The CPU's traversal of the data structure was bottlenecking performance.
51. The traversal code had to handle edge and corner cases correctly.
52. The traversal of the lengthy river was challenging but scenic.
53. The postorder traversal provided a useful serialization of the tree.
54. The breadth first traversal quickly located nodes of interest.
55. The path traversal algorithm searched for shortcuts and opportunities.
56. The traversal method was called recursively on child nodes.
57. The maze traversal simulation tested different strategies and behaviors.
58. The traversal allowed us to map the previously unexplored cave system.
59. Preorder, inorder, and postorder traversals each have different properties.
60. The traversal graph captured movement through all areas of the city.

Common Phases

1. The algorithm uses depth-first traversal to search the graph.
2. The tree traversal process prints every node.
3. The maze traversal algorithm searches for the exit.
4. Breadth-first traversal is useful for finding the shortest path.
5. The graph traversal algorithm considers every possible path.
6. The program uses a stack for depth-first traversal of the tree.
7. I utilized recursive depth-first traversal to solve the puzzle.
8. The procedure for depth-first traversal is fairly straightforward.
9. The hierarchical directory structure permits easy traversal.
10. The API provides functions for traversing the data structure.
11. Traversal of the file system should be done carefully.
12. DFS traversal prints each node only once.
13. The pointer moves along the linked list during its traversal.
14. The graph traversal outputs the vertices in alphabetical order.
15. BFS traversal returns the shortest path from start node to goal.
16. Breadth-first traversal visits nodes level by level.
17. DFS traversal visits nodes by going as deep as possible first.
18. The tree traversal prints each node's value and child nodes.
19. The traversal algorithm marks nodes as visited to avoid cycles.
20. Preorder tree traversal processes the root node first.
21. Inorder tree traversal processes the left subtree, then the root, then the right subtree.
22. Postorder tree traversal processes the left subtree, then the right subtree, then the root node.
23. The recursion for depth-first traversal prints the current node before recursing.
24. I designed a maze traversal function that uses a queue for BFS.
25. The graph is traversed both depth-first and breadth-first.
26. DFS traversal is often faster but uses more memory than BFS.
27. BFS traversal finds shortest paths but can be slow for large graphs.
28. A depth-first traversal encounters the target node sooner.
29. Tree traversal is useful for calculating properties of the tree.
30. Graph traversal is important for searching and pathfinding algorithms.
31. The pointer traverses each list node in order.
32. The file system traversal starts at the root directory.
33. The depth-first traversal algorithm finds a solution path first.
34. Postorder traversal visits child nodes before visiting the parent node.
35. The maze traversal program keeps track of its previous position.
36. I performed a depth-first traversal to count the number of leaves in the tree.
37. Preorder tree traversal visits the root node followed by the left subtree then the right subtree.
38. The nodes are added to a stack during depth-first traversal.
39. The graph's edges specify the allowable traversal between vertices.
40. Breadth-first tree traversal uses a queue to visit nodes level by level.
41. The traversal algorithm color nodes white, gray, and black.
42. I performed an inorder traversal of the binary search tree to print the values in sorted order.
43. The points list defines the traversal path of the robot arm.
44. The pathfinding algorithm performs a breadth-first traversal from the start node.
45. The recursive depth-first traversal function returns when a goal node is found.
46. The directed graph defines the possible state transitions and traversal sequence.
47. Breadth-first search performs a breadth-first traversal from a start node.
48. Depth-first search uses depth-first traversal to explore the state space.
49. The pointer traverses the circular linked list, eventually returning to the head node.
50. Inorder traversal is useful for retrieving sorted data from a binary search tree.
51. The algorithm achieves a more efficient traversal pattern through memoization.
52. The cost of traversal depends on the complexity of the graph or tree.
53. Breadth-first traversal follows links of one level before recursing to the next level.
54. The result set is reordered during the tree traversal process.
55. The state transition graph defines the allowable traversal between states.
56. The depth of recursion depends on the depth-first traversal path chosen.
57. The maze traversal algorithm handles dead-ends by backtracking.
58. The function performs an inorder traversal of the binary tree.
59. The recursive traversal function calls itself until a termination condition is met.
60. The directed graph defines the order in which nodes may be traversed.