Wyniki wyszukiwania

Sortuj według:

Ogranicz wyniki do:

Period doubling, entropy, and renormalization

100%

Hu J., Tresser C.

Fundamenta Mathematicae

1998

tom 155

nr 3

237-249

We show that in any family of stunted sawtooth maps, the set of maps whose set of periods is the set of all powers of 2 has no interior point. Similar techniques then allow us to show that, under mild assumptions, smooth multimodal maps whose set of periods is the set of all powers of 2 are infinitely renormalizable with the diameters of all periodic intervals going to zero as the period goes to infinity.

On the ∗-product in kneading theory

71%

Brucks K., Galeeva R., Mumbrú P., Rockmore D., Tresser C.

Fundamenta Mathematicae

1997

tom 152

nr 3

189-209

We discuss a generalization of the *-product in kneading theory to maps with an arbitrary finite number of turning points. This is based on an investigation of the factorization of permutations into products of permutations with some special properties relevant for dynamics on the unit interval.

Ograniczanie wyników

2 Fundamenta Mathematicae

2 Tresser C.

1 Brucks K.

1 Galeeva R.

1 Hu J.

1 Mumbrú P.

1 Rockmore D.

1 1998

1 1997

Wyniki wyszukiwania

Period doubling, entropy, and renormalization

On the ∗-product in kneading theory