The effect of larval density on fecundity and survival of Chrysomya pu
toria was analysed in this study to characterize the dynamics of exper
imental populations of this species. Estimates of fecundity ana surviv
al were incorporated into a first-order finite difference equation, wr
itten as n(t+1)=1/2F(n(t))S(n(t))n(t). The dynamic behavior of this eq
uation was assessed to deduce the nature of the population dynamics of
C. putoria. Exponential functions fitted to the fecundity and surviva
l data indicate that these traits decrease significantly as a function
of increasing density of immatures. The mathematical model applied to
experimental populations of C. putoria predicts a theoretical two-poi
nt limit cycle for immatures and adults.