Aparna, M. Et Al. 2023. Approximation of Chaotic Signals Using Quadratic and Cubic Fractal Interpolation Functions. International Symposium on Mathematical Analysis of Fractals and Dynamical Systems, ISMAFDS 2023 , (Vellore, India), 35-53.

Aparna, M., Paramanathan, P., & Tunç, C., (2023). Approximation of Chaotic Signals Using Quadratic and Cubic Fractal Interpolation Functions . International Symposium on Mathematical Analysis of Fractals and Dynamical Systems, ISMAFDS 2023 (pp.35-53). Vellore, India

Aparna, M.P., P. Paramanathan, And Cemil Tunç. "Approximation of Chaotic Signals Using Quadratic and Cubic Fractal Interpolation Functions," International Symposium on Mathematical Analysis of Fractals and Dynamical Systems, ISMAFDS 2023, Vellore, India, 2023

Aparna, M.P. Et Al. "Approximation of Chaotic Signals Using Quadratic and Cubic Fractal Interpolation Functions." International Symposium on Mathematical Analysis of Fractals and Dynamical Systems, ISMAFDS 2023 , Vellore, India, pp.35-53, 2023

Aparna, M. Paramanathan, P. And Tunç, C. (2023) . "Approximation of Chaotic Signals Using Quadratic and Cubic Fractal Interpolation Functions." International Symposium on Mathematical Analysis of Fractals and Dynamical Systems, ISMAFDS 2023 , Vellore, India, pp.35-53.

@conferencepaper{conferencepaper, author={M.P. Aparna Et Al. }, title={Approximation of Chaotic Signals Using Quadratic and Cubic Fractal Interpolation Functions}, congress name={International Symposium on Mathematical Analysis of Fractals and Dynamical Systems, ISMAFDS 2023}, city={Vellore}, country={India}, year={2023}, pages={35-53} }