i have the following Markov chains equations and not sure how to solve those: a=.2 a +.5b+0.6d b=.1a+.1b+.2d c=0.7a+.1c d=.4b+.9c+.2d pi=a+b+c+d how do you approach that? i tried -.8a+.5b+.6d=0 but that just gave me zeros for everything. the teacher did not show me how to resolve those and i m not sure how to approach ..
2026-03-25 12:15:20.1774440920
how to calculate the steady state mc linear equations
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You need to remove the singularity by removing one of the linearly dependent equations and use instead the probability condition: $a + b + c + d = 1$.