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1-A: Construct large datasets taking random numbers from uniform distribution (UD)
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1-B: Construct large datasets taking random numbers from normal distribution (ND)
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2-A: Implement Merge Sort (MS) and check for correctness
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2-B: Implement Quick Sort (QS) and check for correctness
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3: Count the operations performed, like comparisons and swaps with problem size increasing in powers of 2, for both MS and QS with both UD and ND as input data.
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4: Experiment with randomized QS (RQS) with both UD and ND as input data to arrive at the average complexity (count of operations performed) with both input datasets.
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5: Now normalize both the datasets in the range from 0 to 1 and implement bucket sort (BS) algorithm and check for correctness.
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6: Experiment with BS to arrive at its average complexity for both UD and ND data sets and infer.
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7: Implement the worst case linear median selection algorithm by taking the median of medians (MoM) as the pivotal element and check for correctness.
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8: Take different sizes for each trivial partition (3/5/7 ...) and see how the time taken is changing.
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9: Perform experiments by rearranging the elements of the datasets (both UD and ND) and comment on the partition or split obtained using the pivotal element chosen as MoM.
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