15 points consider a dtmc with state space 0 1 23 and transition probability matrix 13 23 a find the period of this chain b are the limiting probabilities and the long run proportions of the 22322

SOLVED:A transition probability matrix 𝐏 is said to be doubly stochastic if the sum over each column equals one; that is, ∑i PU=1, for all If such a chain is irreducible and aperiodic and consists of M 1 states 0,1, …, M, show that the limiting probabilities are given by πj=(1)/(M 1), j=0,1, …, M

Truncated Distribution / Truncated Normal Distribution