The Cantor Set The Cantor set is a famous set first constructed by Georg Cantor in[removed]It is simply a subset of the

Source URL: www.math.utah.edu

• Cantor set
• Cantor function
• Elementary group theory
• Fractals
• Measure theory
• Mathematics

VOLUME 90, N UMBER 24 PHYSICA L R EVIEW LET T ERS

Source URL: www.fel.duke.edu

• Stochastic processes
• Physics
• Astrophysics
• Light sources
• Fractals
• Nicola Scafetta
• Sun
• Solar flare
• Solar cycle
• Statistics
• Plasma physics
• Space plasmas

M W

Source URL: wiki.leg.ufpr.br

• Mathematics
• Dimension
• Dimension theory
• Digital art
• Technical analysis
• Multifractal system
• Fractal
• Volatility
• Financial modeling
• Mathematical finance
• Fractals
• Financial economics

Proceedings Proceedings of of Symposia

Source URL: users.math.yale.edu

• Mathematics
• Benoit Mandelbrot
• Mandelbrot set
• The Fractal Geometry of Nature
• Fractal dimension
• Fractal
• The Beauty of Fractals
• Chaos theory
• Minkowski–Bouligand dimension
• Fractals
• Dimension
• Mathematical analysis

doi:[removed]j.chaos[removed]

Source URL: www.afs.enea.it

• Stochastic processes
• Mathematical analysis
• Dimension theory
• Multifractal system
• Fractional Brownian motion
• Brownian motion
• Fractal
• Singularity spectrum
• Schramm–Loewner evolution
• Fractals
• Statistics
• Dimension

ARTICLE IN PRESS Chaos, Solitons and Fractals xxx[removed]xxx–xxx

Source URL: perweb.firat.edu.tr

• Systems theory
• Physics
• Chaos theory
• Solitons
• Bifurcation diagram
• Dynamical system
• Period-doubling bifurcation
• Hénon map
• Attractor
• Bifurcation theory
• Non-linear systems
• Mathematical analysis

Chaos, Solitons and Fractals[removed]–493 www.elsevier.com/locate/chaos

Source URL: perweb.firat.edu.tr

• Systems theory
• Mathematical analysis
• Structure
• Chaos theory
• Period-doubling bifurcation
• Lyapunov exponent
• Attractor
• Crisis
• Bifurcation diagram
• Non-linear systems
• Bifurcation theory
• Dynamical systems

The Cantor set is uncountable February 13, 2009 Every x ∈ [0, 1] has at most two ternary expansions with a leading zero;

Source URL: www.maths.tcd.ie

• D1 road
• D24 road
• Mathematics
• Fractals
• Measure theory
• Cantor set

The Packed Swiss Cheese Cosmology and Multifractal Large-Scale Structure in the Universe

Source URL: www.physics.uoguelph.ca

• Mathematics
• Dimension theory
• Physical cosmology
• Chaos theory
• Dynamical systems
• Fractal dimension
• Fractal
• Universe
• Friedmann–Lemaître–Robertson–Walker metric
• Fractals
• Dimension
• Space

Propri´et´es topologiques des fractals de Rauzy Anne Siegel (IRISA-CNRS, Rennes) Joerg Thuswaldner (Univ. Leoben, Autriche)

Source URL: www.liafa.jussieu.fr