For the following Q matrix i want to find the jump matrix and the invariant distribution. \[ Q= \begin{pmatrix} -2 &1 &1 &0\\ 2 & -4 &1 &1\\ 1 &0 &-1 &0\\ 1 &1 &0 &-2 \end{pmatrix}\] I can find the jump matrix but am not sure how to find invariant distribution. Is it the same as discrete case?
Markov chain, Q matrix, jump matrix and invariant distribution
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markov-chains