Add to ORKGWe introduce an α-invariant equivalence relation on {0,1}^∞ with α ∈ {0,1}^∞ and construct a lamination S^α_s using this relation (s ∈ {0,1}^∞). We shall give a condition for a and s that S^α_s corresponds to a Julia set
Educação Superior::Ciências Exatas e da Terra::MatemáticaEach Julia set on the right corresponds to ...
AbstractWe characterize the laminations associated to complex polynomials with connected Julia sets ...
For a sequence (cn) of complex numbers we consider the quadratic polynomials fcn(z): = z 2 + cn and ...
Dedicated to the memory of Benoit Mandelbrot Abstract. We continue the study of constructing invaria...
Abstract. We study the geometric properties of the Julia sets of McMullen maps fλ(z) = zm +λ/zl, whe...
This book is mainly devoted to the combinatorics of quadratic holomorphic dynamics. The conceptual k...
Abstract. Thurston defined invariant laminations, i.e. collec-tions of chords of the unit circle S (...
AbstractWe characterize the Julia sets of certain exponential functions. We show that the Julia sets...
We study the correspondence between unicritical laminations and maximally critical laminations with ...
AbstractWe study the topology of the Julia set of a quadratic Cremer polynomial P. Our main tool is ...
We prove that, with two exceptions, the set of polynomials with Julia set J has the form {σ pn: n ∈ ...
We introduce tessellation of the filled Julia sets for hyperbolic and parabolic quadratic maps. Then...
<正> It is known that the Julia set of the mapping z→λexp(z) with λ> e~(-1) is the whole pla...
The structure of Julia sets of holomorphic maps in C n is investigated, i.e. topological and measu...
We give a definition for a Julia set J(f) for generic classes of polynomial endomorphisms f : C n ...
Educação Superior::Ciências Exatas e da Terra::MatemáticaEach Julia set on the right corresponds to ...
AbstractWe characterize the laminations associated to complex polynomials with connected Julia sets ...
For a sequence (cn) of complex numbers we consider the quadratic polynomials fcn(z): = z 2 + cn and ...
Dedicated to the memory of Benoit Mandelbrot Abstract. We continue the study of constructing invaria...
Abstract. We study the geometric properties of the Julia sets of McMullen maps fλ(z) = zm +λ/zl, whe...
This book is mainly devoted to the combinatorics of quadratic holomorphic dynamics. The conceptual k...
Abstract. Thurston defined invariant laminations, i.e. collec-tions of chords of the unit circle S (...
AbstractWe characterize the Julia sets of certain exponential functions. We show that the Julia sets...
We study the correspondence between unicritical laminations and maximally critical laminations with ...
AbstractWe study the topology of the Julia set of a quadratic Cremer polynomial P. Our main tool is ...
We prove that, with two exceptions, the set of polynomials with Julia set J has the form {σ pn: n ∈ ...
We introduce tessellation of the filled Julia sets for hyperbolic and parabolic quadratic maps. Then...
<正> It is known that the Julia set of the mapping z→λexp(z) with λ> e~(-1) is the whole pla...
The structure of Julia sets of holomorphic maps in C n is investigated, i.e. topological and measu...
We give a definition for a Julia set J(f) for generic classes of polynomial endomorphisms f : C n ...
Educação Superior::Ciências Exatas e da Terra::MatemáticaEach Julia set on the right corresponds to ...
AbstractWe characterize the laminations associated to complex polynomials with connected Julia sets ...
For a sequence (cn) of complex numbers we consider the quadratic polynomials fcn(z): = z 2 + cn and ...