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Chaos Theory and Mathematics

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Issue:

Biographies

 

Written by:

Joey R

 

Date added:

November 29, 2013

 

Level:

College

 

Grade:

A

 

No of pages / words:

1 / 169

 

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4269 times

 

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Essay content:

The interesting relationship among fractals, chaos, and unstable phenomena such as turbulence is the subject of a field called nonlinear dynamics.
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Meteorologist Edward Lorenz tried to model climate in a series of equations during the 1960s. In doing so, he produced a chaotic system of three related differential equations, now known as a Lorenz attractor, or strange attractor. Through his models he discovered the sensitivity of chaotic systems to initial conditions, which he phrased in the question "Does the flap of a butterfly's wings in Brazil set off a tornado in Texas?" The Lorenz attractor is an example of a fractal, a pattern produced by applying a function repeatedly, much like pushing a button on a calculator over and over...
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General issues of this essay:
Chaos Theory and Mathematics Cold Equations Paper Chaos Theory chaos theory Solving And Checking Equations differential association and social bonding theory Solving a Systems of Equations by Elimination Systems of Linear Equations 4) Explain and evaluate the way in which Locke related his theory of property to his theory of government. James v. Lorenz chaos theory Heat transfer: Governing equations Physical constants, properties, mathematical calculations and equations The Chaos Theory Solution of linear equations by Gaussian elimination and back-substitution
 

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