This quiz tests your understanding of basic sorting and searching concepts as they apply to timing-path ranking and placement/routing queries in digital systems.
Which sorting algorithm repeatedly selects the minimum element from the unsorted section and moves it to the end of the sorted section?
When searching for a specific path delay in a list sorted by increasing delay, which search technique can be efficiently used?
Why is sorting path delays useful when ranking critical timing-paths in design analysis?
A sorting algorithm is called 'stable' if it does what for equal keys in timing-path records?
What is the best approach to find a certain placement coordinate from an unsorted list of routing nodes?
Binary search requires what crucial assumption about the dataset of path delays?
If two timing paths have the same delay but different source points, which type of sorting ensures their input order remains unchanged?
Which of these sorting methods is commonly used for small numbers of timing-path entries due to its simplicity?
When checking if a cell is placed at a specific coordinate in a grid-based layout, what fundamental search method can be used if the cell list is unsorted?
What is the worst-case time complexity of binary search on a sorted list of path delays containing n entries?