1. Population models based on Lotka-Volterra-type differential equations wi
th logistic prey were made for a simple stream community including two ston
efly prey Leuctra nigra Olivier and Nemurella pictetii Klapalek, and two pr
edators, the caddisfly Plectrocnemia conspersa (Curtis) and the alderfly Si
alis fuliginosa Pictet. In order to assess the importance of predation in t
his system, we constructed both an explicit four-species model and a simpli
fied model with two functional groups which was more amenable to analytical
treatment.
2. The models were parameterized using new data on adult emergence and recr
uitment combined with previously published data on larval densities and pre
y uptake. The models were falsified if parameterizations led either to nega
tive prey carrying capacities or to unstable dynamics.
3. Both the functional group and four-species models predict asymptotically
stable interactions, with feasible carrying capacities. The models are con
sistent in predicting that the observed prey are in excess of 70% of their
carrying capacities. The four-species model indicates that predation impact
is not evenly shared between the two prey, with L. nigra being depressed f
urther from its carrying capacity than N. pictetii.
4. Sensitivity analysis shows that the results of the full four-species mod
el remain very robust to realistic levels of stochastic variation in the in
put data.
5. The four-species model is used to predict the outcome of an ongoing larg
e-scale field experiment involving the transfer of all S. fuliginosa eggs f
rom one stretch of the stream to another. Although the equilibrial prey pop
ulations are barely affected by the manipulation, the model predicts marked
transient prey-release and prey-depression of L. nigra in the predator add
ition and removal areas, respectively.