Construct · 4 fields · 4 citations
One name. Different field. Different construct. One map.
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A function is continuous when small changes in its input produce arbitrarily small changes in its output: formally, for every tolerance you fix around an output value there is a margin around the input point such that every input within that margin lands within the tolerance. Grabiner's 1983 Who Gave You the Epsilon? Cauchy and the Origins of Rigorous Calculus traced how Cauchy and Weierstrass turned the loose picture of an unbroken graph into this precise epsilon-delta test, and how a discontinuity is a point where the test fails. The referent is a property of a mathematical mapping, decided by inequalities, not a matched detail across film shots, a firm's survival through disruption, or the smoothness of a child's growth.[1]
In filmmaking, continuity is the upkeep of consistent detail and coherent space and time across separately filmed shots, so that a cut feels seamless and the viewer follows the action without noticing the join. Bordwell, Staiger, and Thompson's 1985 The Classical Hollywood Cinema analysed this continuity system of matched screen direction, eyeline, and position that Hollywood built to make its editing invisible, and a visible lapse in it is the familiar continuity error. The referent is a craft convention governing how shots are stitched together, judged by the eye, not the epsilon-delta property of a function, a firm's ability to keep operating, or the shape of human development.[2]
Business continuity is an organization's capability to keep delivering its products and services at acceptable levels through a disruption, from a fire or outage to a pandemic, and to recover quickly once it passes. Herbane, Elliott, and Swartz's 2004 Business Continuity Management: Time for a Strategic Role? argued that planning should build this resilience into an organization's strategy rather than treat it as a technical afterthought. The referent is an operational property of a firm, measured against recovery targets, not the continuity of a mathematical function, a match between film shots, or the continuity of a person's growth.[3]
In the study of human development, continuity is the degree to which a psychological attribute is preserved and predictable over time, so that where a child starts forecasts where they arrive, as against discontinuity, where growth moves through qualitatively distinct stages. Bornstein and Sigman's 1986 Continuity in Mental Development from Infancy reviewed evidence that infant attention and habituation predict later cognitive ability, framing continuity as a measurable relation across ages. The referent is a pattern in how individuals change over a lifespan, estimated from longitudinal correlations, not a property of a function, a match between film shots, or a firm's survival through disruption.[4]
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