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catastrophe theory

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catastrophe theory

Branch of mathematics (considered a branch of geometry) that explores how gradual changes to a system produce sudden, drastic results (though usually not as dire as the name suggests). A simple example is how a plastic coffee stirrer subjected to gradually increasing pressure from both ends will suddenly buckle in one direction or another. Other “catastrophes” include optical phenomena such as reflection or refraction of light through moving water. More speculatively, ideas from catastrophe theory have been applied by social scientists to such situations as the sudden eruption of mob violence.


catastrophe theory [kə′tas·trə·fē ‚thē·ə·rē]
(mathematics)
A theory of mathematical structure in which smooth continuous inputs lead to discontinuous responses.


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Conducting the paleontological equivalent of crime scene investigations on the bonebed, its fossil specimens and the surrounding geological data, Pyenson and his colleagues Randall Irmis and Jere Lipps were able to disprove the one-time catastrophe theory.
Darwin also changed views on catastrophe theory - pointing out that really big events kick start really big changes.
According to the Toba catastrophe theory, a supervolcanic event 75,000 years ago at Lake Toba, on Sumatra, triggered an ice age that changed the course of human history by creating a bottleneck in evolution.
 
 
 
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