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Core point

As explained in Data Without Labels

A core point is a DBSCAN observation having at least minPts points, including itself, within epsilon distance.

A core point is a DBSCAN observation with at least minPts points within ε distance, counting the observation itself. It meets the minimum density threshold and forms a building block of a cluster. section 2.5.2

Determine whether an observation is core by checking:

  • The neighborhood radius ε. section 2.5.2
  • The minimum point count minPts, including the observation itself. section 2.5.2
  • Whether the neighborhood satisfies the density requirement; otherwise, classify the observation as a border point or outlier. section 2.5.2

DBSCAN parameter choices

A DBSCAN run can use eps = 0.0375 and min_samples = 6, or eps = 1.5 and min_samples = 5. These values determine which observations qualify as core points. section 2.5.2

Figure 2.29 Core points are shown as squares; border points are shown as filled circles, while noise is unfilled circles. Together, these three are the building blocks for DBSCAN clustering.
figure

Use the figure to distinguish core points from border points and noise in a DBSCAN cluster. section 2.5.2

How Data Without Labels covers it

How deep it goes
Defines the ε and minPts test and links it to density, but does not detail the full clustering procedure.
Examples
Illustrates core points with Figure 2.29 and DBSCAN configurations using alternative eps and min_samples values.
What it assumes
Assumes the neighborhood concept, then defines ε and minPts before classifying observations.
What you can do after
Evaluate whether observations satisfy a DBSCAN neighborhood density threshold.
How it connects
Connects core points with DBSCAN clustering, epsilon, minPts, border points, outliers, and density-connected points.

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This explainer was generated by Manning's knowledge graph from the text of Data Without Labels. The section links point to the parts of the book it draws on.