Higher-order Web link analysis using multilinear algebra

  title={Higher-order Web link analysis using multilinear algebra},
  author={Tamara G. Kolda and Brett W. Bader and Joseph P. Kenny},
  journal={Fifth IEEE International Conference on Data Mining (ICDM'05)},
  pages={8 pp.-}
Linear algebra is a powerful and proven tool in Web search. Techniques, such as the PageRank algorithm of Brin and Page and the HITS algorithm of Kleinberg, score Web pages based on the principal eigenvector (or singular vector) of a particular non-negative matrix that captures the hyperlink structure of the Web graph. We propose and test a new methodology that uses multilinear algebra to elicit more information from a higher-order representation of the hyperlink graph. We start by labeling the… CONTINUE READING
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