Execute and Check whether the following MATLAB code is correct or not in the command prompt. Identify the logic in case of errors and rewrite the correct code. % Program for Google PageRank Algorithm for a random surfer clc clear all A=input ('Enter the transition matrix '); %A=[0 0 1 1/2;1/3 0 0 0; 1/3 1/2 0 1/2;1/3 1/2 0 0] %Transition matrix d=0.85; %Transition prabability n=length (A); B-d•A+(1-d)/n :%Transisition probability Matrix penull (B-1*eye (n)) % Egen vector corresponding to eigen value 1 p*p(:,1)/sum(p(:,1)) %Normalized eigen vector [max_v i]-max (p); [min_v j]-min(p); fprintf('The web page no %d has highest priority in search\n', i) fprintf('The web page no %d has highest priority in search', j)

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
Execute and Check whether the following MATLAB code
is correct or not in the command prompt.
Identify the logic in case of errors and rewrite the correct code.
% Program for Google PageRank Algorithm for a random surfer
clc
clear all
A-input ('Enter the transition matrix ');
%A=[0 0 1 1/2;1/3 0 0 0; 1/3 1/20 1/2;1/3 1/2 0 0] %Transition matrix
d=0.85; %Transition prabability
n=length (A);
B-d*A+(1-d)/n :%Transisition probability Matrix
penull (B-1*eye (n)) % Egen vector corresponding to eigen value 1
p"p(:,1)/sum(p(:,1)) %Normalized eigen vector
[max_v i]=max (p);
[min_v j] min(p);
fprintf('The web page no %d has highest priority in search\n',i)
fprintf('The web page no %d has highest priority in search', j)
Transcribed Image Text:Execute and Check whether the following MATLAB code is correct or not in the command prompt. Identify the logic in case of errors and rewrite the correct code. % Program for Google PageRank Algorithm for a random surfer clc clear all A-input ('Enter the transition matrix '); %A=[0 0 1 1/2;1/3 0 0 0; 1/3 1/20 1/2;1/3 1/2 0 0] %Transition matrix d=0.85; %Transition prabability n=length (A); B-d*A+(1-d)/n :%Transisition probability Matrix penull (B-1*eye (n)) % Egen vector corresponding to eigen value 1 p"p(:,1)/sum(p(:,1)) %Normalized eigen vector [max_v i]=max (p); [min_v j] min(p); fprintf('The web page no %d has highest priority in search\n',i) fprintf('The web page no %d has highest priority in search', j)
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