Efficiency of biomass transfer and the stability of model food-webs

Low efficiency of biomass transfer between trophic levels was found to enhance the stability of a model ecosystem in Lotka-Volterra form, consisting of six basal species, three primary consumers and an omnivore (De Angelis, 1975). The present paper extends De Angelis's result to a more general class of models, varying in species number, connectance and precise features of web design. Whilst the efficiency of biomass transfer does influence stability, it does not do so in the relatively simple way proposed by De Angelis. Three ranges of maximum efficiency of biomass transfer, γ_max, were employed, biologically probable (1 > γ_max > 0· 1), possible to very unlikely (0 · 1 > γ_max>0 · 01) and highly improbable (0.01> γ_max> 0· 001). Over most web configurations, in biologically probable regions of ymax, increasing connectance decreased the probability of webstability—the opposite of De Angelis's prediction. Increasing connectance only enhanced stability in biologically unrealistic regions of γ_max. Stability was also markedly influenced in these models by the number of component species and trophic levels in the web, features not evaluated by De Angelis. Low efficiency of biomass transfer enhanced stability in some types of web, but not in others.