Qstn.
Write down the Leslie matrix for the previous example and calculate for various
choices of n the population vectors ni.What do you observe?
Qstn.
Show that you can find some n such that n Ln n. If n a, b, c then
n 8c, 0. 25a, 0. 5b. Then a, b, c 8c, 0. 25a, 0. 5b determines a unique stable
distribution n amongst the age groups. n itself is unique up to a factor.
Qstn.
Now change f3 8 to numbers smaller as well as larger than 8, say 6 and 10.Then
calculate again for various choices of n the population vectors ni.Can you still find
some n such that n n?