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dynamical properties of the family of tent maps 1437 2 12 r p r = + As r increases from ½ toward 1, p increases from 1/2 toward 2/3. Because / ()21 Tx rr => on [0,1] except at 1/2, both 0 and p are repelling fixed points. The period-2 points of Tr are the fixed points of [2] Tr, which is given by 2
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Minimal systems are natural generalizations of periodic orbits, and they are analogues of ergodic measures in topological dynamics.They were defined by G. D. Birkhoff in 1912 [Bir] as the
systems which have no nontrivial closed subsystems ("nontrivial" means "non-empty and proper" where the word "proper" is used throughout the article in the meaning "not equal to the whole space").
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nLdSfIVlk Dynamical systems theory is an area of mathematics used to describe the behavior of the complex
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