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Given a list L[0:n - 1], one way of maintaining a sorted order of L is to use an auxiliary array Link[0:n - 1].
The array Link[0:n - 1] serves as a linked list determining the next highest element in L, so the elements of L can be given in nondecreasing order by
L[Start], L[Link[Start]], L[Link[Link[Start]]], and so forth. Then Linkn-1[Start] is the index of the largest element in L, and we set Link[Linkn-1[Start]] = Linkn[Start] = 0 to signal the end of the linked list.
Design a version of MergeSort that uses the auxiliary array Link.
Attachment:- Given a list L.zip
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For inputs of size n, insertion sort runs in 8n 2 steps, where as merge sort runs in 64* nlog base 2 n steps. For which values of n odes insertion sort beat merge sort?
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Design a recursive linear-time algorithm that tests whether a binary tree satisfies the search tree order property at every node.
1. describe the differences between our specifications of the sorted list adt and the binary search tree adt. 2. write
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