Rössler Attractor via Fractal Functions and Its Fractal Dimension
摘要
This chapter investigates the fractal dimension of linear fractal interpolation with various settings. Additionally, the Riemann–Liouville fractional integral of a linear fractal interpolation function with variable scaling factors is studied. Also, the fractal approximation of the Rossler attractor based on different types of parameter and how the parameters affect the fractal dimension for the time series of the Rossler attractor are investigated.