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g density) to which the population or ecosystem returns after perturbation The stability of the whole ecosystem can be considered with respect to energy ow, nutrient cycling or the interactions between its components The distinction between local and global properties of stability is also important here A population may persist under small amounts of perturbation from its equilibrium value but move towards extinction or outbreak conditions under larger perturbations There are other properties of the locally stable equilibrium that we might wish to consider, for example, the rate of return of the ball to the equilibrium after perturbation The local stability in the physical model of Fig 22 also relies on friction slowing the ball down after release (from position 2); otherwise, with the aid of gravity, it would be like a frictionless pendulum switching continuously from position 2 to 3. vb net gs1 128 Packages matching Tags:"EAN-128" - NuGet Gallery
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