The eigenvector centrality measure
A) counts the number of links from a node and also the number of connections those nodes have.
B) calculates centrality based on the number of edges that are connected to a node.
C) assesses positional centrality and shows which nodes serve as bridges between nodes in a network.
D) determines the proximity of a node to all other nodes in a network.

Question

Quizplus · Accepted Answer

Eigenvector centrality not only considers the number of direct connections a node has (like degree centrality) but also takes into account the centrality of the nodes it is connected to, effectively counting the number of links from a node and the connections those nodes have.

The Eigenvector Centrality Measure