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Rigidity for real polynomials
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AI
DOI：10.4007/annals.2007.165.749.png)
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摘要
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We prove the topological (or combinatorial) rigidity property for real polynomials with all critical points real and nondegenerate, which completes the last step in solving the density of Axiom A conjecture in real one-dimensional dynamics.
Keyword:
QUADRATIC POLYNOMIALS
CUBIC POLYNOMIALS
UNIMODAL MAPS
DYNAMICS
BOUNDS
HYPERBOLICITY
ATTRACTORS
ITERATION
INTERVAL
SPACE
