vault backup: 2026-05-28 19:36:01
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@@ -1,5 +1,5 @@
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{
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@@ -434,6 +434,8 @@
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"frc",
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"hea150",
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"math163",
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"medioid",
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"medioids",
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"parallelpiped",
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"pcb"
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],
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@@ -36,4 +36,17 @@
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- $\overline{d_{out}(j)}$ is the average distance of the instance $i$ to the centroid of all other clusters
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- $\overline{d_{in}(j)}$ is the average distance of the instance $i$ to all other instances in its cluster
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- ![[SilhouetteMethod.excalidraw]]
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-
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- effective for small/medium datasets
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- assumes spherical clusters
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- sensitive to initial conditions
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- equal-sized groups assumption
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- sensitive to outliers
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- k-medioids can be used
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- medioid is the most centrally located point in a cluster
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- PAM: partitioning around medioids
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- Hierarchical clustering
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- does not require number of clusters, requires stopping point
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- Agglomerative
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- starts with each instance as cluster and merges into larger clusters
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- divisive
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- starts with one cluster and splits into
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