Construct · 2 fields · 3 citations
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In physics and applied mathematics, perturbation theory is a method for solving a problem that is close to one already solved by adding a small term and expanding the answer as a series in that small parameter, so the hard problem is approximated by corrections to the easy one. Rayleigh's The Theory of Sound developed the systematic perturbation method for the vibration frequencies of a system disturbed from a known one, and Bender and Orszag's Advanced Mathematical Methods for Scientists and Engineers is the standard modern treatment. The referent is an approximation technique built around a small parameter in an equation, judged by how fast the resulting series converges. It is a way of solving equations, not an experimental push to a living community or a mechanical jolt to a person's balance.[1][2]
In community ecology, a perturbation is a deliberate disturbance to an ecosystem, such as removing or adding a species, used to reveal the web of interactions by watching how the other populations respond. Bender, Case, and Gilpin's 1984 Perturbation experiments in community ecology distinguished a lasting press perturbation, which holds one species at a new level, from a brief pulse perturbation, and showed what each can and cannot reveal about interaction strengths. The referent is an experimental disturbance imposed on a network of interacting populations and the community's response to it, measured by shifts in abundances. It is an intervention on an ecosystem, not a small parameter in an equation or a jolt to a person's balance.[3]
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