- A SEMILINEAR MODEL FOR EXPONENTIAL DYNAMICS AND ROBERT L. DEVANEY AND M
- A Generalized Version of the McMullen Paul Blanchard
- Indecomposable Continua and Misiurewicz Points in Exponential Dynamics
- JANUARY 2004 NOTICES OF THE AMS 9 CantorandSierpinski,
- Chaos, Fractals, and Tom Stoppard's Arcadia Robert L. Devaney
- Proceedings of Symposia in Applied Mathematics Complex Dynamics and Symbolic Dynamics
- "!#$&% ')(10!#23$4 5! 687@9BADCFEHG$IP&ARQTS@UVADWX
- Rabbits, Basilicas, and Other Julia Sets Wrapped in Sierpinski Carpets
- Playing catchup with iterated exponentials R. L. Devaney, K. Josi c, M. Moreno Rocha
- Symbolic Dynamics for a Sierpinski Curve Robert L. Devaney
- A Survey of Exponential Dynamics ROBERT L. DEVANEY
- September 27, 2005 14:39 Proceedings Trim Size: 9in x 6in myriad A MYRIAD OF SIERPINSKI CURVE JULIA SETS
- Indecomposable Continua in Exponential Robert L. Devaney
- The Mandelbrot Set and The Farey Tree Robert L. Devaney
- Tying Hairs for Structurally Stable Exponentials
- Sierpinski Carpets and Gaskets As Julia Sets of Rational Maps
- TOPOLOGICAL BIFURCATIONS ROBERT L. DEVANEY
- Structure of the McMullen Domain In the Parameter Planes for Rational Maps
- Singular Perturbations of z Robert L. Devaney
- Chaos Rules! Robert L. Devaney
- Dynamical Convergence of Polynomials to the Exponential
- Checkerboard Julia Sets for Rational Maps Paul Blanchard
- Geometry of the Antennas in the Mandelbrot Set
- Hairs for the Complex Exponential Family Clara Bodel'on
- Open Problems in Complex Dynamics and \Complex" Topology
- Limiting Julia Sets for Singularly Perturbed Rational Maps
- Cantor and Sierpinski, Julia and Fatou: Complex Topology Meets Complex Dynamics
- Cantor Bouquets, Explosions, and Knaster Continua: Dynamics of Complex Exponentials
- Rational Maps with Generalized Sierpinski Gasket Julia Sets
- Submitted to Topology Proceedings
- Cantor Sets of Circles of Sierpinski Curve Julia Robert L. Devaney
- Accessible Points in the Julia Sets of Stable Exponentials
- Hyperbolic Components of the Complex Exponential Family
- Blowup Points and Baby Mandelbrot Sets for Singularly Perturbed Rational Maps
- Global Analysis of Dynamical Festschrift dedicated to Floris Takens
- Fractal Patterns and Chaos Games Robert L. Devaney
- The McMullen Domain: Rings Around the Robert L. Devaney
- Singular perturbations of quadratic maps. Robert L. Devaney Kre simir Josi c Yakov Shapiro y
- The Escape Trichotomy for Singularly Perturbed Rational Maps
- Sierpinski Curve Julia Sets Singular Perturbations of Complex
- Cantor Necklaces and Structurally Unstable Sierpinski Curve Julia Sets for Rational Maps
- Rabbits, Basilicas, and Other Julia Sets Wrapped in
- Sierpinski curve Julia sets for quadratic rational maps Robert L. Devaney
