butterfly effect - ορισμός. Τι είναι το butterfly effect
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Τι (ποιος) είναι butterfly effect - ορισμός


Butterfly effect         
  • Skiing as used to reveal monostability (left and middle<ref name=":5"/>) and kayaking as used to indicate multistability (right<ref name=":6"/>). A stagnant area is outlined with a white box.
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  • Experimental demonstration of the butterfly effect with eight recordings of the same [[double pendulum]]. In each recording, the pendulum starts with almost the same initial condition. Over time, the differences in the dynamics grow from almost unnoticeable to drastic.
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IDEA THAT SMALL CAUSES CAN HAVE LARGE EFFECTS IN COMPLEX OR NONLINEAR DYNAMIC SYSTEMS
Butterfly Effect; Sensitive dependence on initial conditions; Sensitive dependency on initial conditions; Butterfly metaphor; Chaos effect; Butterfly Effect Theory; Dragonfly Effect; Quantum butterfly
In chaos theory, the butterfly effect is the sensitive dependence on initial conditions in which a small change in one state of a deterministic nonlinear system can result in large differences in a later state.
butterfly effect         
  • Skiing as used to reveal monostability (left and middle<ref name=":5"/>) and kayaking as used to indicate multistability (right<ref name=":6"/>). A stagnant area is outlined with a white box.
  • 50px
  • Experimental demonstration of the butterfly effect with eight recordings of the same [[double pendulum]]. In each recording, the pendulum starts with almost the same initial condition. Over time, the differences in the dynamics grow from almost unnoticeable to drastic.
  • 300px
  • 300px
IDEA THAT SMALL CAUSES CAN HAVE LARGE EFFECTS IN COMPLEX OR NONLINEAR DYNAMIC SYSTEMS
Butterfly Effect; Sensitive dependence on initial conditions; Sensitive dependency on initial conditions; Butterfly metaphor; Chaos effect; Butterfly Effect Theory; Dragonfly Effect; Quantum butterfly
¦ noun (with reference to chaos theory) the phenomenon whereby a minute localized change in a complex system can have large effects elsewhere.
Origin
1980s: from the notion that a butterfly fluttering in Rio de Janeiro could change the weather in Chicago.
The Butterfly Effect (EP)         
2001 EXTENDED PLAY BY THE BUTTERFLY EFFECT
The Butterfly Effect EP
The Butterfly Effect is the debut extended play by Australian hard rock group the Butterfly Effect, released in late 2001. This is the only recording by the band to feature bass player Michael Cavendish before he was replaced by Glenn Esmond.
Παραδείγματα από το σώμα κειμένου για butterfly effect
1. It‘s a busy book, taking place across many continents and time frames, from the second world war to modern day America to a Jihadist training camp, following the butterfly effect of each action to its bloody denouement.
2. A chaotic system is characterised by extreme sensitivity by all perturbation (disturbance or agitation). This is the basis of the so–called Butterfly Effect [the theoretical idea that the flapping of a butterfly‘s wings can produce a storm half way across the world]. Now science has got good enough that to some extent we can ask this question: If we desired to create some alteration in the atmosphere, and we can go back in time, what kind of butterfly – what kind of perturbation – should we introduce and just were and when?
3. Lorenz, a meteorology professor at the Massachusetts Institute of Technology, discovered a butterfly effect related to the study of weather and its patterns during the 1'60s and 1'70s and found, according to the American Physical Society, that "systems that are so sensitive to measurement that their output appears random, even though there is an underlying order." The discovery, according to the American Physical Society‘s APS News on its Web site was a "serendipitous discovery that subsequently spawned the modern field of chaos theory and changed forever the way we look at nonlinear systems like the weather." Lorenz‘s studies of the dynamics of atmospheric circulation has given better understanding to what is called the chaotic behavior of modeling weather systems using mathematics.