A linear model of interspecific competition with separate parameters for exploitation and interference is deduced. Interference is assumed to have a cost and an effect. The interfering species realizes a "profit" if some resources, which the species interfered against would have utilized, are made available as a result of the interference. Interference is favored when its cost is small, its effect is high, and the resource overlap with the species interfered against is high. Interference is likely to be an alternative strategy to high exploitation efficiency. The incorporation of interference into niche theory clarifies the competitive phenomenon of unstable equilibrium points, excess density compensation on islands, competitive avoidance by escape in time and space, the persistence of the "prudent predator," and the magnitude of the difference between the size of a species' fundamental niche and its realized niche.Interspecies competition has long been recognized to be of two types, exploitation competition and interference competition (1, 2). Nonetheless, the "niche theory" of competition in communities (3) assumes that exploitation (or utilization) of "resources", e.g., prey species or habitat types, primarily determines ecological segregation. Most actual field or laboratory studies of interspecies competition show, however, that interference was present, and often played the more important role in determining abundance and distribution.Interference was the major component of competition in the classical studies of Gause (4) on yeast and Paramecium, and of Park (5, 6) on Tribolium. It was mediated through metabolic by-products (alcohol) in yeast, through allelochemicals in Paramecium (7), and by egg predation between species of Tribolium. In the field, interspecific interference competition, e.g., aggression or poisoning, has been found to be important between species of birds (8-12), mammals (13-20), and invertebrates (21-24). In contrast, most, if not all, evidence for exploitation competition for food is inferential.Given this taxonomically broad catalogue of interference competition, it is imperative that interference competition be explicitly included in current niche theory. To this end, we shall develop a mathematical model of competition that separates the contributions from exploitation and interference.By considering the effect of interference on population adaptedness (equilibrium density), it will be possible to predict the circumstances whereunder interference competition may evolve from exploitation competition.Competition models and the evolution of interferenceThe differential equations of Lotka and Volterra are frequently used to model competition and they also serve as the basis of niche theory (25), but this model has some weaknesses. It does not account for sex, age structure, seasonality, thresholds, time delays, stochastic effects and nonlinearities. Nonetheless, the model is simple and general. If its approximate nature is appreciated, it can serve as an excellent vehicle to un...