JavaScript之数值计算
//两等长数组对应元素之间做减法运算【可拓展:基本运算(+/-*//)】 function array_dif(length,arrayA,arrayB){ var array = new Array(); for(var i = 0;i<length;i++){ array.push(arrayA[i]-arrayB[i]); //console.log(arrayA[i]-arrayB[i]); } return array; } real = [181,135,61,63,53,60,51,5]; interests = [175,145,71,66,57,59,62,9]; array_dif(8,interests,real);
function array_euclideanMetric(size,pointsA,pointsB){//求欧式距离 var array = new Array(); for(var i = 0;i<size;i++){ array.push(Math.sqrt(Math.pow(pointsA[i][0] - pointsB[i][0],2)+Math.pow(pointsA[i][1] - pointsB[i][1],2))); console.log("第"+i+":" + Math.sqrt(Math.pow(pointsA[i][0] - pointsB[i][0],2)+Math.pow(pointsA[i][1] - pointsB[i][1],2)));// } return array; } real_points = [[1,181],[2,135],[3,61],[4,63],[5,53],[6,60],[7,51],[8,5]]; interests_points = [[1,175],[2,145],[3,71],[4,66],[5,57],[6,59],[7,62],[8,9]]; array_euclideanMetric(8,interests_points,real_points);
function simularity_byEuclideanMetric(size,rate,baseArray,euclideanMetricArray){//通过计算点之间的欧式距离,计算坐标点数组的两相似度[rate:判断为相似点的阈值;注意:x轴值统一不变]
var count = 0; //计数器:相似的点
var array = [];
for(var i = 0;i<size;i++){
if(rate <= Math.abs(baseArray[i]-euclideanMetricArray[i])/baseArray[i]){
array.push(1);
count++;
}
else
array.push(0);
}
return count/size;
}
function array_euclideanMetric(size,pointsA,pointsB){//求欧式距离 var array = new Array(); for(var i = 0;i<size;i++){ array.push(Math.sqrt(Math.pow(pointsA[i][0] - pointsB[i][0],2)+Math.pow(pointsA[i][1] - pointsB[i][1],2))); //console.log("第"+i+":" + Math.sqrt(Math.pow(pointsA[i][0] - pointsB[i][0],2)+Math.pow(pointsA[i][1] - pointsB[i][1],2)));// } return array; } //两等长数组对应元素之间做减法运算【可拓展:基本运算(+/-*//)】 function array_dif(length,arrayA,arrayB){ var array = new Array(); for(var i = 0;i<length;i++){ array.push(arrayA[i]-arrayB[i]); //console.log(arrayA[i]-arrayB[i]); } return array; } function simularity_byEuclideanMetric(size,rate,baseArray,euclideanMetricArray){//通过计算点之间的欧式距离,计算坐标点数组的两相似度[rate:判断为相似点的阈值;注意:x轴值统一不变] var count = 0; //计数器:相似的点 var array = []; for(var i = 0;i<size;i++){ if(rate <= Math.abs(baseArray[i]-euclideanMetricArray[i])/baseArray[i]){ array.push(1); count++; } else array.push(0); } return count/size; } real = [181,135,61,63,53,60,51,5]; interests = [175,145,71,66,57,59,62,9]; real_points = [[1,181],[2,135],[3,61],[4,63],[5,53],[6,60],[7,51],[8,5]]; interests_points = [[1,175],[2,145],[3,71],[4,66],[5,57],[6,59],[7,62],[8,9]]; euclideanMetrics = array_euclideanMetric(8,interests_points,real_points); rate = 0.85; simularity_byEuclideanMetric(real.length,rate,interests,euclideanMetrics);
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