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5 Clustering
Valerio Bonometti edited this page Apr 7, 2020
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7 revisions
Minimum number of considered k: 2
Maximum number of considered k: 10
Batch Size: 128
Maximum Number of Iterations: 2000
Number of Initializations: 500
The algorithm we employed for detecting the elbow:
import numpy as np
def auto_elbow(n_clusters, inertias):
'''
Args:
n_clusters: list of integers, number of centroids explored
inertias: list of floats, inertia associated to each centroid
Returns:
optimal_k: integer, number of centroids correspondednt to the elbow
'''
y = (inertias[0], inertias[-1])
x = (n_clusters[0], n_clusters[-1])
alpha, beta = np.polyfit(
x,
y,
1
)
grad_line = [beta+alpha*k for k in n_clusters]
optimal_k = np.argmax([l - i for l, i in zip(grad_line, inertias)])
optimal_k = optimal_k + 1
return optimal_k
Targets Embedding Visualization
Clusters Embedding Visualization
Clusters Traces Visualization
Targets Embedding Visualization
Clusters Embedding Visualization
Clusters Traces Visualization
Targets Embedding Visualization
Clusters Embedding Visualization
Clusters Traces Visualization
Targets Embedding Visualization
Clusters Embedding Visualization
Clusters Traces Visualization
Targets Embedding Visualization
Clusters Embedding Visualization
Clusters Traces Visualization
Targets Embedding Visualization
Clusters Embedding Visualization
Clusters Traces Visualization