
A fractal function is a function whose graph is the attractor of an iterated function system. This paper generalizes analytic continuation of an analytic function to continuation of a fractal function.
Dynamical Systems (math.DS), iterated function system, fractal function, interpolation, Interpolation, Real-analytic functions, analytic continuation, Fractal function, Fractals, FOS: Mathematics, 32D99, 26A27, Singular functions, Cantor functions, functions with other special properties, Mathematics - Dynamical Systems, Keywords: Analytic continuation, Interpolation in approximation theory, Iterated function system
Dynamical Systems (math.DS), iterated function system, fractal function, interpolation, Interpolation, Real-analytic functions, analytic continuation, Fractal function, Fractals, FOS: Mathematics, 32D99, 26A27, Singular functions, Cantor functions, functions with other special properties, Mathematics - Dynamical Systems, Keywords: Analytic continuation, Interpolation in approximation theory, Iterated function system
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