



How do the memory access patterns of bubble sort compare to those of merge sort or quicksort?
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what is bubble sort algorithm
- How is the number of swaps in bubble sort related to the number of inversions?
- How do these variations typically aim to improve upon the basic bubble sort?
- What are the key differences in the implementation of bubble sort in different programming paradigms (e.g., imperative vs. functional)?
- How should the input and output parameters of the sorting function be documented?
- How does the nested loop structure of bubble sort contribute to its quadratic time complexity?
- Is bubble sort used in any real-world applications?
- What changes would be needed to implement a descending bubble sort?
- Consider the stability of bubble sort in the context of sorting objects with multiple attributes. If you sort based on one attribute and then another, how does stability affect the final sorted order?
- Consider sorting a list containing both positive and negative numbers. How does bubble sort handle the sign of the numbers?
- What is the "Big Omega" notation for the time complexity of bubble sort?
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