Baker's map

Summary

• In dynamical systems theory, the baker's map is a chaotic map from the unit square into itself. It is topologically equivalent to the horseshoe map.

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Soundex: B262 ( B262 M1 ) Metaphone: BKRSMP Reference View this topic on Wikipedia Search on Google

Similar Topics

• Baker's larkspur
• Baker's Island
• Baker's cyst
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• The Baker's Dozen
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• Baker's Dozen (solitaire)

Related Topics

• Dynamical systems theory
• Horseshoe map
• Systems theory
• Unit square

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