Problem 9 Let P be the one step transition matrix of a Marko

Problem 9: Let P be the one step transition matrix of a Markov chain with states {0, 1,?,n}. Show

Solution

Let A be an event. A convenient notation is Pi(A) = P(A \\ X0 = i). For example,

Pi( X1= j) = pij

Given the initial distribution lamda, let us treat it as row vector. Then,

P( X1 = j ) =

 Problem 9: Let P be the one step transition matrix of a Markov chain with states {0, 1,?,n}. Show SolutionLet A be an event. A convenient notation is Pi(A) = P

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