- #1
angy
- 11
- 0
Hi, I have the following problem.
Consider an age-structured population growing according to a Leslie matrix. Suppose the population is in stable exponential growth, i.e. its age-structure is constant in time, while the total population is exponentially growing (or decreasing) with exponent r. Compute the average age of the mothers of all children born at time t.
Can anyone help me? Thank you!
Consider an age-structured population growing according to a Leslie matrix. Suppose the population is in stable exponential growth, i.e. its age-structure is constant in time, while the total population is exponentially growing (or decreasing) with exponent r. Compute the average age of the mothers of all children born at time t.
Can anyone help me? Thank you!