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Modify radix sort, so that it sorts the strings lexicographicallyin time O m L[i]. However, if one pads thestrings on the right instead, then once radix sort reaches the leftmost characterof the strings, the strings will fall into a natural lexicographic order. Then while progressively sorting the strings on the rightmost symbol to theleftmost symbol with all of the strings shifted to the right , one increments acounter k which is incremented at most Lmax times such that when radix sortis sorting the strings at the th leftmost character, it is only calling counting sorton the strings sI[1], sI[2],.

Thatis, radix sort will only be passing counting sort that subset of strings whoselength is at least when stably sorting at the th position of each string. How would you do it in O n time? Repeat the previous question, but now assume that the main memory of your computer is small, and can store only O k keys.

The running time of the algorithm is O n log k. For each set of sorted O k keys, one mergesthose keys with a list of the kth smallest keys found so far, which takes O k time. Note k is not given, and can be much smaller than n.

One can do this by simply searching through the array A[ ] from thebeginning and end in parallel. A bit more tricky. The array is not sorted.

Note that these keys can be stored in a sorted binary search tree T , such that all leaves are in the same level, and every node which is not a leaf has two children. See the example in Figure 1. We handle all other topics related to statistics that may not be listed above. For instance, we also offer statistics project help services. In addition, we can help you conduct analysis on any data using different software. Some of of the software related requests that we receive from most students include:.

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