It is necessary to use the fundamental matrix a. to find the equilibrium conditions when there are...

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1. It is necessary to use the fundamental matrix a. to find the equilibrium conditions when there are no absorbing states. b. to find the equilibrium conditions when there is one or more absorbing states. c. to find the matrix of transition probabilities. d. to find the inverse of a matrix. 2. In Markov analysis, the ______________ allows us to get from a current state to a future state. 3. In Markov analysis, we assume that the state probabilities are both ____________ and _____________. 4. The _____________ is the probability that the system is in a particular state. Aug 22 2014 03:15 AM

 

Solution ID:609097 | This paper was updated on 26-Nov-2015

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