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这篇文章主要讲解了python如何实现mean-shift聚类算法,内容清晰明了,对此有兴趣的小伙伴可以学习一下,相信大家阅读完之后会有帮助。
创新互联专注于文安企业网站建设,自适应网站建设,电子商务商城网站建设。文安网站建设公司,为文安等地区提供建站服务。全流程按需开发,专业设计,全程项目跟踪,创新互联专业和态度为您提供的服务本文实例为大家分享了python实现mean-shift聚类算法的具体代码,供大家参考,具体内容如下
1、新建MeanShift.py文件
import numpy as np # 定义 预先设定 的阈值 STOP_THRESHOLD = 1e-4 CLUSTER_THRESHOLD = 1e-1 # 定义度量函数 def distance(a, b): return np.linalg.norm(np.array(a) - np.array(b)) # 定义高斯核函数 def gaussian_kernel(distance, bandwidth): return (1 / (bandwidth * np.sqrt(2 * np.pi))) * np.exp(-0.5 * ((distance / bandwidth)) ** 2) # mean_shift类 class mean_shift(object): def __init__(self, kernel=gaussian_kernel): self.kernel = kernel def fit(self, points, kernel_bandwidth): shift_points = np.array(points) shifting = [True] * points.shape[0] while True: max_dist = 0 for i in range(0, len(shift_points)): if not shifting[i]: continue p_shift_init = shift_points[i].copy() shift_points[i] = self._shift_point(shift_points[i], points, kernel_bandwidth) dist = distance(shift_points[i], p_shift_init) max_dist = max(max_dist, dist) shifting[i] = dist > STOP_THRESHOLD if(max_dist < STOP_THRESHOLD): break cluster_ids = self._cluster_points(shift_points.tolist()) return shift_points, cluster_ids def _shift_point(self, point, points, kernel_bandwidth): shift_x = 0.0 shift_y = 0.0 scale = 0.0 for p in points: dist = distance(point, p) weight = self.kernel(dist, kernel_bandwidth) shift_x += p[0] * weight shift_y += p[1] * weight scale += weight shift_x = shift_x / scale shift_y = shift_y / scale return [shift_x, shift_y] def _cluster_points(self, points): cluster_ids = [] cluster_idx = 0 cluster_centers = [] for i, point in enumerate(points): if(len(cluster_ids) == 0): cluster_ids.append(cluster_idx) cluster_centers.append(point) cluster_idx += 1 else: for center in cluster_centers: dist = distance(point, center) if(dist < CLUSTER_THRESHOLD): cluster_ids.append(cluster_centers.index(center)) if(len(cluster_ids) < i + 1): cluster_ids.append(cluster_idx) cluster_centers.append(point) cluster_idx += 1 return cluster_ids