Kmeans读取方式


################################################# # kmeans: k-means cluster # Email : jtailong@163.com ################################################# from sklearn.cluster import KMeans import numpy import matplotlib.pyplot as plt # step 1: load data print('step 1: load data...') # 读取testSet.txt数据并存储到dataSet中 dataSet = [] fileIn = open('D:/P/test.txt') for line in fileIn.readlines(): lineArr = line.strip().split(',') dataSet.append('%0.2f' % float(lineArr[0])) dataSet.append('%0.2f' % float(lineArr[1])) dataSet.append('%0.2f' % float(lineArr[2])) # step 2: clustering... print('step 2: clustering...') # 调用sklearn.cluster中的KMeans类 print(dataSet) dataSet = numpy.array(dataSet).reshape(5000, 3) kmeans = KMeans(n_clusters=3, random_state=0).fit(dataSet) # n_cluster的值为分几类 # 求出聚类中心 center = kmeans.cluster_centers_ center_x = [] center_y = [] print(center) for i in range(len(center)): center_x.append('%0.6f' % center[i][0]) center_y.append('%0.6f' % center[i][1]) # center_y.append('%0.6f' % center[i][2]) # 标注每个点的聚类结果 labels = kmeans.labels_ type1_x = [] type1_y = [] type2_x = [] type2_y = [] type3_x = [] type3_y = [] # type4_x = [] # type4_y = [] for i in range(len(labels)): if labels[i] == 0: type1_x.append(dataSet[i][0]) type1_y.append(dataSet[i][1]) if labels[i] == 1: type2_x.append(dataSet[i][0]) type2_y.append(dataSet[i][1]) if labels[i] == 2: type3_x.append(dataSet[i][0]) type3_y.append(dataSet[i][1]) # if labels == 3: # type4_x.append(dataSet[0]) # type4_y.append(dataSet[1]) print(labels) # 画出四类数据点及聚类中心 plt.figure(figsize=(8, 6), dpi=80) # 图片大小和分辨率 axes = plt.subplot(111) type1 = axes.scatter(type1_x, type1_y, s=40, c='red') type2 = axes.scatter(type2_x, type2_y, s=40, c='green') type3 = axes.scatter(type3_x, type3_y, s=40, c='pink') type_center = axes.scatter(center_x, center_y, s=40, c='blue') plt.xlabel('x') plt.ylabel('y') axes.legend((type1, type2, type3, type_center), ('0', '1', '2', 'center'), loc=1) plt.show()

 这个可以实现。将数据文件转化为如下格式:

用TXT方式打开.data文件后,将数据存至.txt中保存,运行,就可以实现图。

问题:如何每一类分别取100个?关于分类的数学意义,可以参考下面链接:http://www.cnblogs.com/jerrylead/archive/2011/04/06/2006910.html

posted @ 2017-10-22 21:35  温酒待君归  阅读(561)  评论(0编辑  收藏  举报
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