Originally Posted By: DavidHsu
Note: professor said in class not to worry very much about the page rank part, because we didn't go over it very much (he glanced at the answer for 2 seconds and then said that, said we get 3/3, and then moved on to second part). Also, page rank is found in http://www.cs.sjsu.edu/faculty/pollett/ ... ml#%285%29 and HITS is found in http://www.cs.sjsu.edu/faculty/pollett/ ... ml#%284%29.
To calculate page rank: use r(Pi) to get r(P) by using the power method for computing eigenvalues,
q10.JPG (taken directly from the professor's slide)
To calculate HITS: calculate two scores, the authority score and the hub score. To get the hub score, multiply the matrix of the page with the authority weight vector. To get the authority score, multiply the transpose matrix of a page with the hub weight vector.
Alex Holt
David Hsu
Frank
Tuan Tran
Terrence Le
'''Originally Posted By: DavidHsu'''
Note: professor said in class not to worry very much about the page rank part, because we didn't go over it very much (he glanced at the answer for 2 seconds and then said that, said we get 3/3, and then moved on to second part). Also, page rank is found in http://www.cs.sjsu.edu/faculty/pollett/ ... ml#%285%29 and HITS is found in http://www.cs.sjsu.edu/faculty/pollett/ ... ml#%284%29.<br><br>To calculate page rank: use r(Pi) to get r(P) by using the power method for computing eigenvalues,<br>q10.JPG (taken directly from the professor's slide)<br><br>To calculate HITS: calculate two scores, the authority score and the hub score. To get the hub score, multiply the matrix of the page with the authority weight vector. To get the authority score, multiply the transpose matrix of a page with the hub weight vector. <br><br>Alex Holt<br>David Hsu<br>Frank<br>Tuan Tran<br>Terrence Le