A unified mechanistic approach is given for the derivation of various forms
of functional response in predator-prey models.. The derivation is based o
n the principle of mass action but with the crucial refinement that the nat
ure of the spatial distribution of predators and/or opportunities for preda
tion are taken into account in an implicit way. If the predators are assume
d to have a homogeneous spatial distribution, then the derived functional r
esponse is prey-dependent. If the predators are assumed to form a dense col
ony or school in a single (possibly moving) location, or if the region wher
e predators can encounter prey is assumed to be of limited size, then the f
unctional response depends on both predator and prey densities in a manner
that reflects feeding interference between predators. Depending on the spec
ific assumptions, the resulting functional response may be of Beddington-De
Angelis type, of Hassell-Varley type, or ratio-dependent. (C) 1999 Academic
Press.