In Markov analysis,the fundamental matrix
A)is necessary to find the equilibrium condition when there are absorbing states.
B)can be found but requires,in part,partitioning of the matrix of transition probabilities.
C)is equal to the inverse of the I minus B matrix.
D)is multiplied by the A matrix in order to find the probabilities that amounts in non-absorbing states will end up in absorbing states.
E)All of the above

Question

Quizplus · Accepted Answer

A) The fundamental matrix is necessary to find the equilibrium condition when there are absorbing states.
B) The fundamental matrix can be found but requires, in part, partitioning of the matrix of transition probabilities.
C) The fundamental matrix is equal to the inverse of the I minus B matrix.
D) The fundamental matrix is multiplied by the A matrix in order to find the probabilities that amounts in non-absorbing states will end up in absorbing states. Therefore, all of the above choices are correct.

In Markov Analysis,the Fundamental Matrix