The procedure FindMin() to find the minimum element and the procedure DeleteMin() to delete the minimum element in min heap take _________
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The procedure FindMin() to find the minimum element and the procedure DeleteMin() to delete the minimum element in min heap take _________
a) logarithmic and linear time constant respectively
b) constant and linear time respectively
c) constant and quadratic time respectively
d) constant and logarithmic time respectively
Step by step
Solved in 2 steps
- The skeleton code is given below kindly fill the complete this function place #include #include #include #include #define NUM_NODES 7 struct heap_struct { unsigned int max_heap_size; unsigned int crnt_heap_size; int * elements; }; /***** Prototypes here *****/ struct heap_struct * create_heap(unsigned int max_elements); bool is_full(struct heap_struct * H); void insert_node(int x, struct heap_struct * H); void print_heap(struct heap_struct * H); void swap_ref(int * x, int * y); int main(void) { srand((unsigned int)time(NULL)); /// Random number generator seeded with value of time int my_array[NUM_NODES]; for(int x=0; xelements = (int *) malloc(sizeof(int) * (max_elements+1)); if(H->elements == NULL) { printf("\nFatal Error!! Out of memory!!\n"); exit(-1); } H->max_heap_size = max_elements; H->crnt_heap_size = 0; H->elements[0] = -1; return H; } void insert_node(int x, struct heap_struct…USING C LANGUAGE IN NETBEANS : Write a program menu that creates and manages Fibonacci heaps. The program must implement the following operations: creation, insertion, find min, extract min, decrease key, and deletion. **NOTE: The program should present a menu where user may choose from implemented options.Language: C/C++ Q.1 - Write an algorithm that takes an array of characters, with only the characters 1, 2 and only two occurrences of the character 0, and the size of the array that has filled (valid) characters. This algorithm must check that the string that is stored is of the form x0y0x, where x is the inverse of y. (if x= "12221122", y="22112221"). The algorithm must use the Stack functions (create, pop, push, destroy, isempty) Q.2 - Write an algorithm for the Pune operation, which punishes an element on a stack by pushing it back n positions. Assume that the stack is implemented as a simply chained linear list. Pune (Pilha *p, int n); Q.3 - Write an algorithm that punishes the first element of a row represented in a circular vector, taking it out of the first position and placing it in the middle of the row.P.S: It cannot perform calls to the Insert and Remove function from the queue, the algorithm must perform the operation only with vector manipulation. void…
- Writr procedure code to shows how to use the heap sorting process. The technique The list L provided as input is used by CONSTRUCT_HEAP to create the starting heap. After the largestnumbered node and the parent node have been switched, RECONSTRUCT_HEAP reconstructs the heap. Procedure The collection L[1:n] is accepted as input by HEAP_SORT, which then outputs the sorted list in L.Topic: Doubly Linked List Deque Implement the following problem in the main case 0 (see attached photo) Your algorithm for the hierarchy problem should follow this: Evaluate the final set of operations first given the set of rules. Then, do the remove operations. Finally, do the add operations. DO NOT MIND THE #include "dlldeque.h" it is already implemented only the case 0 needs to be solved #include <iostream> #include <cstring> #include "dlldeque.h" using namespace std; int main(int argc, char** argv) { DLLDeque* deque = new DLLDeque(); int test; cin >> test; switch (test) { case 0: // perform your Hierarchy implementation here // utilize the deque initialized, // initialize variables you need before switch // you can use the print() method to debug, but not the final_print() // do not modify from this point onwards deque->final_print();…Write a function to validate if a Max Heap is constructed correctly. Note: the Heap is implemented using an array.Some programming languages provide a IS_HEAP function. Do not simply call the IS_HEAP function if it is available to your choice of programming language. Instead write your own version of IS_HEAP.
- getMin(self) needs to return the minimum value in the heap _parent(self, index) it needs to return value of the parent of the element at the specific index _leftChild(self, index) and _right Child(self,index) return value of the left/right child of the element at the specific index insert(self, item) needs to insert an item into the heap while maintaining the minimum heap property. It must use the _parent method. Starter Code def __init__(self): self._heap=[] def __str__(self): return f'{self._heap}' __repr__=__str__ def __len__(self): return len(self._heap) @property def getMin(self): # YOUR CODE STARTS HERE pass def _parent(self,index): # YOUR CODE STARTS HERE pass def _leftChild(self,index): # YOUR CODE STARTS HERE pass def _rightChild(self,index): # YOUR CODE STARTS HERE pass def insert(self,item): # YOUR CODE STARTS HERE pass The…getMin(self) needs to return the minimum value in the heap _parent(self, index) it needs to return value of the parent of the element at the specific index _leftChild(self, index) and _right Child(self,index) return value of the left/right child of the element at the specific index insert(self, item) needs to insert an item into the heap while maintaining the minimum heap property. It must use the _parent method. deleteMin(self) it needs to remove the minimum element of the heap and returns the value of the element that was just removed. The special cases where the heap is empty or contains only one element has been implemented for you already, your task is to implement the general case. According to the minimum heap property, the minimum element is the root node. When percolating down, if both children have the same value, swap with the left child. It must use the _leftChild and _rightChild methods. heapSort(numList) It takes a list of numbers and uses the heap sort algorithm to…getMin(self) needs to return the minimum value in the heap _parent(self, index) it needs to return value of the parent of the element at the specific index _leftChild(self, index) and _right Child(self,index) return value of the left/right child of the element at the specific index insert(self, item) needs to insert an item into the heap while maintaining the minimum heap property. It must use the _parent method. deleteMin(self) it needs to remove the minimum element of the heap and returns the value of the element that was just removed. The special cases where the heap is empty or contains only one element has been implemented for you already, your task is to implement the general case. According to the minimum heap property, the minimum element is the root node. When percolating down, if both children have the same value, swap with the left child. It must use the _leftChild and _rightChild methods. heapSort(numList) It takes a list of numbers and uses the heap sort algorithm to…
- c++ how do I create a program which uses heap sort to sort the following data: 10, 21, 5, 14, 2, 71, 34, 34 use the following heap sort algorithm HeapSort (Array, first, last) { Make a heap from original array; Copy the root as the last element of the new array HeapSort (Array, first, pivot - 1) HeapSort (Array, pivot + 1, last) }Design a data type that supports the following operations: insert, delete the maximum, and delete the minimum (all in logarithmic time); andfind the maximum and find the minimum (both in constant time). Hint: Use two heapsRESEARCH ASSIGNMENT TOPIC:MEMORY MANAGEMENT USING HEAPS Using the HeapAPI, create a windows system program that uses the following functions:-HeapCreate()-HeapAlloc()-HeapFree()-HeapDestroy()