So I have a Leslie Matrix: \begin{bmatrix}0&3&1\\1/2&0&0\\0&7/10&0\end{bmatrix} And I'm asked to find the population distribution at the limit. (how the poppulation stays after a lot of years).
I can't find it in any textbook nor the internet, I only find how to do it with Markov 2x2 matrices. Since I've seen a few exercicies like this in past exams I really need to understand it.