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Allocycles are sedimentary cycles caused by processes outside of the depositional system and that involve forced oscillations of the sedimentary system; in this case the cyclic succession registers some features of the forcing process (Sea level fluctuations, climate oscillations or tectonic activity).
The research by John Sterman finds that the so-called commodity cycles arise in many commodity markets. [5] For example, price and production cycles in markets of hog, cattle and copper span 4 years, 10–12 years and 8–10 years each in average respectively.
Cliodynamics (/ ˌ k l iː oʊ d aɪ ˈ n æ m ɪ k s /) is a transdisciplinary area of research that integrates cultural evolution, economic history/cliometrics, macrosociology, the mathematical modeling of historical processes during the longue durée, and the construction and analysis of historical databases. [1] Cliodynamics treats history ...
The HP filter identifies the longer-term fluctuations as part of the growth trend while classifying the more jumpy fluctuations as part of the cyclical component. FIGURE 2. Observe the difference between this growth component and the jerkier data. Economists refer to these cyclical movements about the trend as business cycles. Figure 3 ...
The Foundation for the Study of Cycles (FSC) is an international non-profit research organization for the study of cycles of events. It was incorporated in the State of Connecticut by Edward R. Dewey in 1941 and is currently under the directorship of Dr. Richard Smith.
The cyclic model of succession was proposed in 1947 by British ecologist Alexander Watt.In a seminal paper on vegetation patterns in grass, heath, and bog communities, [4] Watt describes the plant community is a regenerating entity consisting of a "space-time mosaic" of species, whose cyclic behavior can be characterized by patch dynamics.
As an example, they really don't want to see men playing in women's sports. You can have a—and this is one: They don't want to see, as another example, open borders. They want to see people come in.
In classical and quantum mechanics, geometric phase is a phase difference acquired over the course of a cycle, when a system is subjected to cyclic adiabatic processes, which results from the geometrical properties of the parameter space of the Hamiltonian. [1]