Who can help me calculate the largest eigenvalue of the following matrix and the corresponding eigenvector of the eigenvalue? Thank you very much! 1\x051/1.5\x051\x052.333 1.5\x051\x051.5\x054 1\x051/1.5\x051\x052.333 1/2.333\x051/4\x051/2.333\x051

Who can help me calculate the largest eigenvalue of the following matrix and the corresponding eigenvector of the eigenvalue? Thank you very much! 1\x051/1.5\x051\x052.333 1.5\x051\x051.5\x054 1\x051/1.5\x051\x052.333 1/2.333\x051/4\x051/2.333\x051

>> [d,v]=eig([11/1.512.333
1.511.54
11/1.512.333
1/2.3331/41/2.3331])
d =
-0.4673 0.7071 -0.1864 - 0.2594i -0.1864 + 0.2594i
-0.7251 0.0000 0.8625 0.8625
-0.4673 -0.7071 -0.1864 - 0.2594i -0.1864 + 0.2594i
-0.1938 -0.0000 -0.0761 + 0.2149i -0.0761 - 0.2149i
v =
4.0022 0 0 0
0 0.0000 0 0
0 0 -0.0011 + 0.0946i 0
0 0 0 -0.0011 - 0.0946i
>>

Who can help me calculate the maximum eigenvalue of the following matrix?
0.08333\x050.0909\x050.1053\x050.0526\x050.0769
0.08333\x050.09099\x050.1053\x050.1053\x050.0769
0.2500\x050.2727\x050.3158\x050.2105\x050.3846
0.1667\x050.0909\x050.1579\x050.1053\x050.0769
0.4167\x050.4545\x050.3158\x050.5263\x050.3846
Because I don't have that software, thank you very much!

>> eig([0.083330.09090.10530.05260.07690.083330.090990.10530.10530.07690.25000.27270.31580.21050.38460.16670.09090.15790.10530.07690.41670.45450.31580.52630.3846])ans = 1.0000 -0.0072 + 0...

Can you help me calculate the maximum eigenvalue of the following matrix and the corresponding eigenvector? Thank you very much!
1 \x05 3/5\x05 1/3
1.67 \x051 \x05 5/9
3 \x051.80 \x051

>> [d,v]=eig([1 \x05 3/5\x05 1/3
1.67 \x051 \x05 5/9
3 \x051.80 \x051])
d =
-0.2797 0.2176 0.0000
-0.4665 -0.7256 0.4856
-0.8391 0.6528 -0.8742
v =
3.0007 0 0
0 -0.0007 0
0 0 0.0000
>>