



Are there any precision issues to consider when sorting floating-point numbers using bubble sort?
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what is bubble sort algorithm
- What determines if a swap occurs in bubble sort?
- Deriving the average-case time complexity of bubble sort is complex. Can you explain why?
- Are there any common mistakes to avoid when implementing bubble sort?
- How would you modify bubble sort to reduce the number of disk accesses?
- Consider a constrained memory environment where only a small amount of extra memory is available. Is bubble sort a good choice?
- Each swap in bubble sort reduces the number of inversions by exactly one. Can you explain why?
- What are the disadvantages of using bubble sort?
- How does the iterative implementation of bubble sort avoid stack overflow issues?
- How do the parallel processing capabilities of these architectures map to the operations performed by bubble sort?
- Consider the visual representation of different sorting algorithms. What does the "bubbling" action of bubble sort look like compared to the movements in insertion sort or selection sort?
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