Read a lot of bloggers wrote the principle of heap sorting, are explained quite clear, is the code implementation (mainly the Java language) some people dazzling. I have re-organized the code implementation of the heap sort (Java).
What are the problems and irregularities, but also hope that the partners remind me to correct them in time. Thank!!
Heap Sort Explanation: 73105580
77582627
Summary points:
(1) heap sequencing is not stable.
(2) Get increment sequence with large top heap, get descending sequence with small top heap.
(3) Sequencing time complex O (nlog2n), auxiliary space O (1).
(4) Initial build heap O (n)
1 Public classHeaptest {2 3 Public Static voidMain (string[] args) {4 int[] Array = {1,19,3,24,26,4,78,14,27,10,177,6,22,17,22,53};5 heapsort (array);6 for(inti = 0; i < Array.Length; i++) {7System.out.print (array[i]+ "");8 }9 }Ten One /** A * Heap Sorting - * @paramArray - */ the Private Static voidHeapsort (int[] Array) { - //TODO auto-generated Method Stub - //consider boundary conditions - if(Array.Length <= 1) { + return; - } + //Building the initial heap A for(inti = (ARRAY.LENGTH/2)-1; I >= 0; i--){ atAdjustheap (array,i,array.length-1); - } - //Replace the top element of the heap with the last of the array to be sorted, and heap adjust the new-length array - for(intK = array.length-1; K >= 0; k--){ - intTMP =Array[k]; -Array[k] = array[0]; inArray[0] =tmp; - //here Adjustheap K represents the length of the array to be sorted, not the array subscript toAdjustheap (array, 0, k-1); + } - } the * /** $ * Build HeapPanax Notoginseng * Start is the following table for the starting element of the array to be adjusted, and end is the subscript for the last element of the array to be adjusted - * @paramArray the * @paramI + * @paramlength A */ the Private Static voidAdjustheap (int[] Array,intStartintend) { + //TODO auto-generated Method Stub - $ inttemp,j; $ //Temp Stores the value at start -temp =Array[start]; - //record the start left child's subscript with J: j = 2 * start + 1 the for(j = 2 * start + 1;j <= end; j = J * 2 + 1){ - //If start has right child, and right child is bigger than left child, J + +, get right child subscriptWuyi if(j + 1 <= end && Array[j] < Array[j + 1]) { theJ + +; - } Wu //Judging when temp is in its present position (the current start position), is not larger than his child, and if so, adjust it to jump out of the adjustment loop; if not, the current child's value is assigned to the current start position - if(Temp >=Array[j]) { About Break; $ } -Array[start] =Array[j]; - //The subscript of the node in which the temp value can be assigned -Start =J; A } + //assigns temp to the current start position theArray[start] =temp; - } $}
Heap Sort Java Implementation