【问题标题】:clustering element in list based on a metric基于度量的列表中的聚类元素
【发布时间】:2021-03-08 05:56:02
【问题描述】:

我有一个字典列表,其中包含关键字及其向量距离,我正在尝试应用聚类技术对它们进行分组

# data = [{"key": "str1", "weight": float value}, ...]
# distances = [item['weight'] for item in data]
distances = [0.004906579754566209, 0.008361678408906337, 0.010228429212122636, 0.013671005756098031, 0.013671005756098031, 0.013713535105272179]

mean_distances_differences = mean([j-i for i, j in zip(distances[:-1], distances[1:])])

我计算了列表中两个连续元素之间差异的平均值。如果两个元素之间的距离小于我想要对它们进行聚类的平均值,那么结果将是

[[0.004906579754566209], [0.008361678408906337], [0.010228429212122636], [0.013671005756098031, 0.013671005756098031, 0.013713535105272179]]

在这里我想我不能使用 knn,因为我不知道会出现多少个集群。所以我试过这样

distances = [item['weight'] for item in data]
mean_distances_differences = mean([j-i for i, j in zip(distances[:-1], distances[1:])])
distances_new = distances
required_list = []
while distances_new:
    temp = []
    if len(distances_new) == 1:
        temp = distances_new
        required_list.append(temp)
        break
    else:
        for i,j in zip(distances_new[:-1], distances_new[1:]):
            if j-1 < mean_distances_differences:
                temp.append(i)
            else:
                break
        distances_new = [_i for _i in distances_new if _i not in temp]
    required_list.append(temp)

但我得到了答案

[[0.004906579754566209, 0.008361678408906337, 0.010228429212122636, 0.013671005756098031], [0.013713535105272179]]

有什么办法吗?

【问题讨论】:

    标签: python python-3.x machine-learning cluster-analysis


    【解决方案1】:

    你可以使用 diff 来计算距离,我取了绝对值,因为我不确定距离是否会被排序:

    import numpy as np
    distance_diff = abs(np.diff(distances))
    

    如果对距离是否大于某个值进行cumsum,它将连续的小于阈值的元素组合在一起:

    np.cumsum(distance_diff > abs(np.mean(distance_diff)))]
    
    array([1, 2, 3, 3, 3])
    

    所以剩下的就是提供一个起始组 0:

    np.hstack([0,np.cumsum(distance_diff > abs(np.mean(distance_diff)))])
    
    array([0, 1, 2, 3, 3, 3])
    

    【讨论】:

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