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- W4312815623 abstract "Abstract This chapter uses relatively simple consumer–resource models to show that several phenomena that are impossible under the Lotka–Volterra model are common in models with resources. For the vast majority of models, all common measures of competitive effect differ depending on the size of the initial change used to make the measurement. Adding, removing, or changing the growth rate of a second consumer can produce, alter, or eliminate population cycles, and thereby alter the interaction. Changes in stability are almost always associated with large magnitude changes in competitive effects. If the experimental change used to measure the interspecific effect causes resource extinction, this often causes a discontinuous jump in the magnitude of the competitive effect. In two-resource systems, the possibility of resource extinction in the presence of a single consumer can lead to exclusion of a second consumer. In this case, the later arriving of two competitors always excludes the earlier one, producing a ‘posteriority’ effect. Such effects have never been observed. In systems where resource immigration prevents exclusion, posteriority does not occur. Systems in which each species has an exclusive resource are particularly likely to have very nonlinear competitive effects, and coexistence may be guaranteed in spite of high overlap in consumption rate curves." @default.
- W4312815623 created "2023-01-05" @default.
- W4312815623 creator A5074260133 @default.
- W4312815623 date "2022-09-22" @default.
- W4312815623 modified "2023-09-25" @default.
- W4312815623 title "The negativity, constancy, and continuity of competitive effects" @default.
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- W4312815623 doi "https://doi.org/10.1093/oso/9780192895523.003.0006" @default.
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