A Trigonometric Approach to Time Fractional FitzHugh-Nagumo Model on Nerve Pulse Propagation

Author:

KARAAGAC Berat

Publisher

Mathematical Sciences and Applications E-Notes

Subject

General Medicine

Reference28 articles.

1. Referans1 Freed, A. D., and Diethelm K.: \emph{Fractional calculus in biomechanics: a 3D viscoelastic model using regularized fractional derivative kernels with application to the human calcaneal fat pad.} Biomechanics and modeling in mechanobiology. \textbf{5.4}, 203-215(2006).

2. Referans2 Ullah, N., Khan W., and Wang S.:\emph{High performance direct torque control of electrical aerodynamics load simulator using fractional calculus}. Acta Polytechnica Hungarica\textbf{ 11.10 },59-78(2014).

3. Referans3 Baleanu, D., atangana A.,Oukouomi Noutchie,S. C., Kurulay, M., Bildik, N.,Kilicman, A.: Fractional calculus: models and numerical methods. World Scientific, \textbf{ 3}, 2012.

4. Referans4 Changpin, L. and Zeng, F.: Numerical methods for fractional calculus. Chapman and Hall/CRC, 2019.

5. Referans5 Oru\c{c}, \"{O}., Esen,A. and Bulut F. :\emph{Highly accurate numerical scheme based on polynomial scaling functions for equal width equation}. Wave Motion: \textbf{102760},(2021).

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