AbstractJulia sets or F sets, have been of considerable interest in current research. In this paper we find a new characterization of the Julia set for certain rational functions and find bounds for its Hausdorff dimension
A closed interval and circle are the only smooth Julia sets in polynomial dynamics. D. Ruelle proved...
AbstractLet ξ be a real irrational number, and φ be a function (satisfying some assumptions). In thi...
Complex dynamics is the study of iteration of functions which map the complex plane onto itself. In ...
AbstractJulia sets or F sets, have been of considerable interest in current research. In this paper ...
Let f (z) be a rational function of a complex variable z with d"S(/) 2 2 and lo(r) : r, f &apos...
10 page, 4 figuresWe show that the supremum for $c$ real of the Hausdorff dimension of the Julia set...
AbstractWe characterize the Julia sets of certain exponential functions. We show that the Julia sets...
77 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1997.A complex analytic map f alway...
AbstractAlthough numerous computer programs have been written to compute sets of points which claim ...
Let $ f$ be a rational function such that the multipliers of all repelling periodic points are real....
It is known that, if $f$ is a hyperbolic rational function, then the Hausdorff, packing and box dime...
In this thesis we study the topological properties of the Julia sets generated by iterating a single...
It is known that, if $f$ is a hyperbolic rational function, then the Hausdorff, packing and box dime...
Neste trabalho, classificamos três tipos diferentes de conjunto de Julia obtidos através do Teorema ...
We show that for any meromorphic function $f$ the Julia set $J(f)$ has constant local upper and lowe...
A closed interval and circle are the only smooth Julia sets in polynomial dynamics. D. Ruelle proved...
AbstractLet ξ be a real irrational number, and φ be a function (satisfying some assumptions). In thi...
Complex dynamics is the study of iteration of functions which map the complex plane onto itself. In ...
AbstractJulia sets or F sets, have been of considerable interest in current research. In this paper ...
Let f (z) be a rational function of a complex variable z with d"S(/) 2 2 and lo(r) : r, f &apos...
10 page, 4 figuresWe show that the supremum for $c$ real of the Hausdorff dimension of the Julia set...
AbstractWe characterize the Julia sets of certain exponential functions. We show that the Julia sets...
77 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1997.A complex analytic map f alway...
AbstractAlthough numerous computer programs have been written to compute sets of points which claim ...
Let $ f$ be a rational function such that the multipliers of all repelling periodic points are real....
It is known that, if $f$ is a hyperbolic rational function, then the Hausdorff, packing and box dime...
In this thesis we study the topological properties of the Julia sets generated by iterating a single...
It is known that, if $f$ is a hyperbolic rational function, then the Hausdorff, packing and box dime...
Neste trabalho, classificamos três tipos diferentes de conjunto de Julia obtidos através do Teorema ...
We show that for any meromorphic function $f$ the Julia set $J(f)$ has constant local upper and lowe...
A closed interval and circle are the only smooth Julia sets in polynomial dynamics. D. Ruelle proved...
AbstractLet ξ be a real irrational number, and φ be a function (satisfying some assumptions). In thi...
Complex dynamics is the study of iteration of functions which map the complex plane onto itself. In ...
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