The Discrete Logistic Population Model with Harvesting
by Mike Martin

This page allows you to investigate the dynamics of the reduced or canonical form of the logistic model with harvesting. The equation is:

r and h are the parameters in the equation. x1 is the initial value for the sequence -- the first term. This page will generate graphs associated to this sequence, produce the last M terms of a sequence that is T terms long, and generate the equilibrium values for the difference equation and their stability type. Enter the value of the parameters below, then press Evaluate.



r =

h =

T =

M =

x1 =


The graphs are given by:


Numerical values for the last M terms of a sequence that is T terms long are given by:


The equilibrium values, along with their stability type, are given below: