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b What is the Big-Oh running time for each of f indMin, delet eMinand insert,using these algorithms c Write an implementation that uses these algorithms and the STL priority queue interface, with a comparison function as a template parameter
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715 A priority queue can be implemented by storing items in an unsorted array and inserting items in the next available location Do the following a Describe the algorithms for findMin deleteMin and insert
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b Using these algorithms, what is the Big-Oh running time for each of findMin,deleteMin,and insert c Write an implementation that uses these algorithms and the STL priority queue interface, with a comparison function as a template parameter
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716 By adding an extra data member to the priority queue class shown in Exercise 715, you can implement both insert and findMin in constant time The extra data member maintains the array position where the minimum is stored However, deleteMin is still expensive Do the following a Describe the algorithms for insert, findMin, and
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b What is the Big-Oh running time for delete ~ i n c Write an implementation that uses these algorithms and the STL priority queue interface, with a comparison function as a template parameter
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717 By maintaining the invariant that the elements in the priority queue are sorted in nonincreasing order (ie, the largest item is first, and the smallest is last), you can implement both findMin and deleteMin in constant time However, insert is expensive Do the following a Describe the algorithms for insert, findMin, and
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b What is the Big-Oh running time for insert c Write an implementation that uses these algorithms and the STL priority queue interface, with a comparison function as a template parameter
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718 A double-ended priority queue allows access to both the minimum
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and maximum elements In other words, all the following are supported: findMin,deleteMin, f indMax,and deleteMaxDO the following a Describe the algorithms for f indMin,deleteMin, findMax, deleteMax,and insert b What is the Big-Oh running time for each of findMin, de 1e teMin, findMax,de 1et eMax,and insertusing these algorithms c Write an implementation that uses these algorithms
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719 A median heap supports the operations insert, f indKth, and removeKth The last two find and remove, respectively, the Kth smallest element The simplest implementation maintains the data in sorted order Do the following a Describe the algorithms that can be used to support median heap operations b What is the Big-Oh running time for each of the basic operations using these algorithms c Write an implementation that uses these algorithms 720 Implement bind2nd as follows (for simplicity assume the function parameter is a predicate function) a Define a class template Bind2ndClass that stores a predicate and bound object as data members b Add a two-parameter constructor that initializes the data members c Provide a one-parameter implementation of operator ( ) that calls the predicate with operator ( ) 'S parameter and the bound object d Implement bind2nd by returning an instantiated Bind2ndClass object 721 Write a program that reads strings from input and outputs them sorted, by length, shortest string first If a subset of strings have the same length, output them in alphabetical order 722 Implement the PriorityQueue protocol shown in Figure 716 by adapting the priority-queue STL class You may use either composition or private inheritance If your compiler does not support the STL, use the priority-queue class provided in the online code (in queueh and queuecpp) 723 The fill function template takes a pair of forward iterators (begin and end) and a value, and places value in all positions in range specified by the iterators (as usual, end is one past the last affected item) Implement fi11
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