Fibonacci-like unimodal inverse limit spaces and the core Ingram conjecture (CROSBI ID 208708)
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Podaci o odgovornosti
Bruin, Henk ; Štimac, Sonja
engleski
Fibonacci-like unimodal inverse limit spaces and the core Ingram conjecture
We study the structure of inverse limit space of so-called Fibonacci-like tent maps. The combinatorial constraints implied by the Fibonacci-like assumption allow us to introduce certain chains that enable a more detailed analysis of symmetric arcs within this space than is possible in the general case. We show that link-symmetric arcs are always symmetric or a well-understood concatenation of quasi-symmetric arcs. This leads to the proof of the Ingram Conjecture for cores of Fibonacci-like unimodal inverse limits.
tent map ; inverse limit space ; Fibonacci unimodal map ; structure of inverse limit spaces
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Podaci o izdanju
47 (1)
2016.
147-185
objavljeno
1230-3429
10.12775/TMNA.2016.001