Improved K-means clustering algorithm based on density radius
A k-means clustering and radius technology, applied in the field of clustering algorithms, can solve problems such as inaccurate selection of k value, sensitivity to noise and outliers, etc.
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[0055] Embodiment provides a kind of improved K-means clustering algorithm based on density radius, comprises the steps:
[0056] 1. Data set preparation, assuming that there are m sample points in the data set, each sample point is v dimension, where v∈Z * . The data set is denoted as T={n 1 ,n 2 ,...,n m}, where n i Represents the sample point, m represents the number of sample points, sample point n i The coordinates are marked as (x i,1 ,x i,2 ,...,x i,v ), v represents the dimension;
[0057] 2. Data preprocessing: use the lof method to remove noise and outliers;
[0058] 3. Normalize the data: Divide the coordinates of each dimension of the sample point by the maximum value of the coordinates of the sample point in the corresponding dimension. The calculation formula is shown in (1), so that the normalized sample coordinate x i.j ∈[0,1],
[0059]
[0060] 4. After normalization, calculate the Euclidean distance between all sample points, where the i-th samp...
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