title: Mathematical modeling of response of ecosystems with different structure to external impact.
abstract: A mathematical model was used to study the response of ecosystems of different structures to external impact. The response was measured as a sensitivity coefficient: the magnitude of the system's response vs. the change of the factor in the inflow. The formula has been obtained to calculate the sensitivity coefficient for ecosystems containing different numbers of trophic links. The derived sensitivity coefficients demonstrate that the degree of compensation for the external impact can differ depending on the type of system regulation and the length of the trophic chain. E. g. the sensitivity coefficient decreases with complexity of trophic links in an ecosystem for top-down controlled systems and impact of degree of openness on sensitivity e.g. closed ecosystems show higher sensitivity then fully open ecosystem to impacts also bottom-up control system show less sensitivity then top-down. Grant numbers: N99-04-96017, N25.
authors.affiliation: Institute of Biophysics (Russian Academy of Sciences, Siberian Branch), 660036, Krasnoyarsk, Russia.
authors.forename: I M
authors.initials: IM
authors.lastname: Shirobokova
authors.forename: N S
authors.initials: NS
authors.lastname: Pechurkin
mesh_terms: D000818:Animals; D018533:Biomass; D018504:Ecological Systems, Closed; D017753:Ecosystem; D004926:Escherichia coli; D056890:Eukaryota; D020387:Food Chain; D005618:Fresh Water; D008954:Models, Biological