Question
consider a4 a 4a4 state ({0,1,2,3}) left(left{0,1,2,3 ight} ight)({0,1,2,3}) markov model with the following 1step 1-step1step transition matrix P=(0.90.060.010.0300.850.040.110010000.20.8) P=begin{pmatrix}0.9&0.06&0.01&0.03 0&0.85&0.04&0.11 0&0&1&0 0&0&0.2&0.8end{pmatrix}P=0.90000.060.85000.010.0410.20.030.1100.8 answer the
consider a4 a 4a4 state ({0,1,2,3}) \left(\left\{0,1,2,3 ight\} ight)({0,1,2,3}) markov model with the following 1step 1-step1step transition matrix P=(0.90.060.010.0300.850.040.110010000.20.8) P=\begin{pmatrix}0.9&0.06&0.01&0.03\\ 0&0.85&0.04&0.11\\ 0&0&1&0\\ 0&0&0.2&0.8\end{pmatrix}P=0.90000.060.85000.010.0410.20.030.1100.8
answer the following question based on the above model.
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Making Hard Decisions with decision tools
Authors: Robert Clemen, Terence Reilly
3rd edition
538797576, 978-0538797573
