I know that a non-regular markov process doesn't exactly converge towards a steady state, however the question is asking me to find the steady state vector of a given transition matrix (using online calculators) anyway.
What would be the most general way to approach this problem?
Thank you in advance.
EDIT: The question is based on the Ehrenfest urns model where we can only move one ball at a time. It provides me with a matrix consisting of the probabilities of moving one ball at a time between two urns, however some probabilities are zero. Because of this, the Markov process is non-regular-- and so based off this information the question wants me to find the steady state vector.
Would it be just like finding the regular steady state, where I would use (T'-S|0)?