

How does the lack of random access in linked lists affect the implementation and performance of bubble sort?
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what is bubble sort algorithm
- Imagine you are interviewing a candidate for a software engineering position and they propose using bubble sort for a large sorting task. How would you respond and what follow-up questions would you ask?
- How is the largest element "bubbled" to its correct position?
- How would you provide a custom comparison function to a bubble sort implementation?
- How does the space complexity of bubble sort compare to other sorting algorithms like merge sort or quicksort?
- How does analyzing bubble sort provide a basic introduction to the concept of algorithmic efficiency and time complexity?
- What are some common pitfalls or bugs that can occur when implementing bubble sort?
- Consider the impact of caching and memory access patterns on the performance of bubble sort. How does it compare to other sorting algorithms in this regard?
- Consider the overhead associated with different sorting algorithms (e.g., function call overhead, memory allocation). How does bubble sort compare in terms of overhead?
- Under what conditions would bubble sort complete in fewer than n-1 passes?
- How does bubble sort compare to insertion sort?
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