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package org.tinos.deta.statistic; | ||
//基于算法导论快排4衍生极速小高峰缺陷过滤理论快速排序第6代 线性数字数组排序法函数Java完整版本实现。 | ||
//思想:算法导论快排4理论,罗瑶光小高峰过滤理论,增加 催化波动算子duplication 思想。 | ||
//实现:罗瑶光 | ||
//时间:20140101~ 20200628 | ||
public class LYG6DWithDoubleQuickSort4D{ | ||
int range; | ||
int deeps; | ||
public double[] sort(double[] array, int range, int deeps) { | ||
this.range= range; | ||
this.deeps= deeps; | ||
processDouble(array, 0, array.length- 1, 0); | ||
return array; | ||
} | ||
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private void processDouble(double[] array, int leftPoint, int rightPoint, int deep) { | ||
if(leftPoint< rightPoint){ | ||
int c= rightPoint- leftPoint; | ||
if(!(c> this.range|| deep> this.deeps)) {//增加了deep | ||
int j; | ||
for(int i= 1+ leftPoint; i<= leftPoint+ c; i++){ | ||
j= i; | ||
while(j>= 1+ leftPoint){ | ||
if(array[j]< array[j- 1]){ | ||
double temp= array[j]; | ||
array[j]= array[j- 1]; | ||
array[j- 1]= temp; | ||
} | ||
j--; | ||
} | ||
} | ||
return; | ||
} | ||
int pos= partition(array, leftPoint, rightPoint); | ||
processDouble(array, leftPoint, pos- 1, deep+ 1); | ||
processDouble(array, pos+ 1, rightPoint, deep+ 1); | ||
} | ||
} | ||
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private int partition(double[] array, int leftPoint, int rightPoint) { | ||
double x= array[leftPoint]< array[rightPoint]? array[leftPoint]: array[rightPoint]; | ||
int leftPointReflection= leftPoint; | ||
while(leftPointReflection< rightPoint){ | ||
while(!(array[leftPointReflection++]> x|| leftPointReflection> rightPoint)) { | ||
} | ||
while(array[rightPoint--]> x){ | ||
} | ||
if(--leftPointReflection< ++rightPoint){ | ||
double temp= array[rightPoint]; | ||
array[rightPoint]= array[leftPointReflection]; | ||
array[leftPointReflection]= temp; | ||
} | ||
} | ||
array[leftPoint]= array[rightPoint]; | ||
array[rightPoint]= x; | ||
return rightPoint; | ||
} | ||
} |