00:01
So we're given here a markov process where a population transitions between through three regions each year.
00:07
We can have x1, x2, x3, these proportions in regions one, two, and three.
00:12
And we want the steady state distribution, which satisfies we have the column vector x1, x2, x3, times the matrix.
00:22
So we have 0 .90, 0 .15, 0 .10, and then 0 .15 .10.
00:30
0 .05, 0 .75, 0 .05, 0 .05, and then 0 .05, 0 .10, 0 .85, 0 .85, 0 .8, and then times the column vector, x1, x2, x3...