a.) Is the stochastic matrix:
A,C,G,T along the side and A,C,G,T along the top. Then im not quite sure where to place the values. For example, "an A will follow a C is .274" so where does the .274 go? We have 16 values so this is going to be a 4 x 4 matrix. Then I guess the .274 would go in the slot A,C ??
The eigenvals then I can figure out as well as the eigenvects once I find out what the matrix looks like.
But for part b, I am clueless. Steady state vector determines when it is "stable"?