Mention the conditions of `betweenness'.
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The betweeness centrality of in is the total numbers of path passing through.
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Step-by-step explanation:
The concept of betweenness states that it if a point Q lies between the points P and R, then the length of line PQ plus the length of line QR will equal the length of line PR.
If we draw a straight line between any two points, once a third point is added, there can be a probability that the point is an outlier, and hence no straight line can connect all the three points. By establishing betweenness, it can be continued to use the advantages of having two points. Thus, one of the major conditions of the concept is the availability of minimum two points.
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