Solution) Let P be an n* n probability matrix and let Z be an nx1 matrix. Prove that the sum of the entries in
Question: Let P be an \(n\times n\) probability matrix and let Z be an nx1 matrix. Prove that the sum of the entries in PZ is the same as that of the entries in Z.
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[Solution] Let P be an n* n probability matrix and let X={{[1,1,....,1]}^{T}} be the nx1 matrix, all whose entr #13726
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