Use (4) to obtain an upper bound for the spectral radius: In Prob. 1 Data from Prob.
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Use (4) to obtain an upper bound for the spectral radius:
In Prob. 1
Data from Prob. 1
Find and sketch disks or intervals that contain the eigenvalues. If you have a CAS, find the spectrum and compare.
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ANSWER To find an upper bound for the spectral radius we can use the Gershgorin circle theorem which ...View the full answer
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