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A simple sanity check is to verify that the sum of the probabilities in each row of the transition matrix equals 1.
Conditions: The matrix is intended to be a transition matrix for a Markov chain.
A simple sanity check is to verify that the sum of the probabilities in each row of the transition matrix equals 1.
Conditions: The matrix is intended to be a transition matrix for a Markov chain.
The transition matrix is constructed such that the entry in row and column represents the probability of moving from state to state . Each row must sum to 1.
Conditions: The Markov chain has a finite number of states.; The state diagram shows all possible transitions and their probabilities.
The transition matrix is constructed such that the entry in row and column represents the probability of moving from state to state . Each row must sum to 1.
Conditions: The Markov chain has a finite number of states.; The state diagram shows all possible transitions and their probabilities.