WebYou seem to want to implement an insertion sort algorithm by hand. For this task, you should consider using std::sort.I refactored your code such that it basically does the same thing as you wanted and included some tips to make the code more readable and easier to debug for you and others: Web7 jul. 2024 · void mergeSort (std::vector &array) { if (array.size () == 1) return; else { const unsigned int len = array.size (); const int lo = floor ( (double)len/2); const int hi = ceil ( (double)len/2); std::vector L (&array [0], &array [lo]); std::vector R (&array [lo], &array [len]); mergeSort (L); mergeSort (R); merge (array, L, R); } return; } …
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Web31 mrt. 2024 · Merge Sort Try It! Algorithm: step 1: start step 2: declare array and left, right, mid variable step 3: perform merge function. if left > right return mid= (left+right)/2 … Web5 sep. 2024 · Merge sort is a comparison-based sorting algorithm that belongs to the divide and conquer category. Merge sort is used to sort an array based on the divide and … cool math games pirate jack
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Web13 apr. 2024 · It’s often used in conjunction with merge sort or quicksort, and sorting small subarrays with insertion sort, given these other algorithms can achieve better performance on larger data sets. Bubble... Web6 jan. 2014 · void MergeSort (int data [], int start, int end) { if (start < end) { int middle = (start+end)/2; // sort for first part MergeSort (data, start, middle); // sort for second part MergeSort (data, middle+1, end); // merge both parts together Merge (data, start, middle, end); } } Share Improve this answer Follow Web15 feb. 2024 · The idea is similar to merge sort, divide the array into two equal or almost equal halves in each step until the base case is reached. Create a function merge that counts the number of inversions when two halves of the array are merged, Create two indices i and j, i is the index for the first half, and j is an index of the second half. cool math games pink