Rm. Nisbet et Lc. Onyiah, POPULATION-DYNAMIC CONSEQUENCES OF COMPETITION WITHIN AND BETWEEN AGECLASSES, Journal of mathematical biology, 32(4), 1994, pp. 329-344
We investigate the population dynamics of a semivoltine species whose
juvenile development takes two years to complete, and is followed by a
very short reproductive adult stage. Reproduction is synchronized so
at any given time the juvenile population consists of two cohorts. Coe
xistence of the two cohorts requires that the strength of intra-cohort
competition exceeds that of inter-cohort competition, an extension of
the competitive exclusion principle. The population may exhibit popul
ation cycles with low integer period. We identify two mechanisms for t
wo-year cycles, and note that four-year cycles are a natural consequen
ce of overcompensation. Three year cycles can occur and we discuss the
mechanisms involved.