Could it be that right and left eigenvector centrality got mixed up? I read in the literature that right eigenvector centrality corresponds to A-Transpose, thus to out-degree. Best Jan
Thanks for the comment Jan! These are the notations used in the following textbook: Bullmore, Edward T._ Fornito, Alex_ Zalesky, Andrew - Fundamentals of Brain Network Analysis-Academic Press,Elsevier (2016)
This is also a valid mathematical notation to denote an element (i,j) in an adjacency matrix A based on the mentioned references as well as the listed textbook.
The best explanation of eigenvector centrality I ever seen
Happy to know that! Thanks for the comment.
Could it be that right and left eigenvector centrality got mixed up? I read in the literature that right eigenvector centrality corresponds to A-Transpose, thus to out-degree. Best Jan
Thanks for the comment Jan! These are the notations used in the following textbook:
Bullmore, Edward T._ Fornito, Alex_ Zalesky, Andrew - Fundamentals of Brain Network Analysis-Academic Press,Elsevier (2016)
Adjacency matrix was quite confusing since it Aij is used in non-traditional way..
This is also a valid mathematical notation to denote an element (i,j) in an adjacency matrix A based on the mentioned references as well as the listed textbook.
@@basiralab I think it was meant that in Aij the "i" should denote row and "j" the column. In video they are reversed aren't they?