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- Jan Kiwi
- 2008

We study polynomials with coefficients in a field L as dynamical systems where L is any algebraically closed and complete ultrametric field with dense valuation group and characteristic zero residual field. We give a complete description of the dynamical and parameter space of cubic polynomials. In particular we characterize cubic polynomials with compact… (More)

- Jan Kiwi
- 1995

It is shown that a polynomial with a Cremer periodic point has a non-accessible critical point in its Julia set provided that the Cremer periodic point is approximated by small cycles. Stony Brook IMS Preprint #1995/2 February 1995

- Jan Kiwi
- 1997

- R . BAMÓN, Jan Kiwi, Josep Rivera
- 2005

In his famous paper [L], E.N. Lorenz proposed a very simple system of differential equations in R3 to describe some fluid convection phenomena. A geometric model of this system was introduced in [ABS] and [GW], where it was shown that this model has a singular attractor: a transitive compact invariant set that attracts a whole neighborhood of initial… (More)

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