Last time, we hinted at how potential competitors can coexist by avoiding competition — now we’ll formalize that idea in the concept of the “realized niche”. But that begs the question — does competition still happen if all species are just avoiding it?
We can categorize the outcomes of interspecific competition with the simple mathematical model first put forth (independently) by Alfred Lotka and Vito Volterra which predicts 4 possible outcomes of two species interactions. Using the original logistic model as a foundation, we can derive the Lotka-Volterra model and use it to consider the impacts of one species on another.
-
- The Lotka-Volterra model is an extension of the simple logistic growth model
- Isoclines define combinations of species that are functionally equivalent (“iso” means equal) with respect to resource use
- For the L-V model, these isoclines give resource equivalent combinations of species 1 and 2, of the form e.g. “species 1 can tolerate 20 conspecifics OR 15 conspecifics + 8 of species 2”
- 4 possible outcomes of competitive interactions: Species 1 “wins”, Species 2 “wins”, Coexistence, “it depends”
- Coexistence occurs when species are more limited by intraspecific competition that by interspecific competition
- When interspecific competition is more limiting than intraspecific competition, then the outcome depends on the starting composition of the community (i.e. how many of Species 1 and Species 2)
For your viewing pleasure, here’s a stirring description of the Lotka-Volterra model by yours truly.