Growth of Tumour using Mathematical Modelling with the Help of Discrete Fractional Calculus

Authors

  • Riyaz Ahmad Khan Nizwa College of Technology, Nizwa

Keywords:

Discrete fractional calculus, Delta operator [ ], continuous partial derivatives, forward jump operator

Abstract

In this paper we are trying to find the basics growth of mathematical modelling of the growth of cancerous  cell or any type of growth cause by bacteria or any others by using discrete fractional calculus.

References

. Bulletin of mathematical biology (2004) 66, 1039-1091

. B. Gompertz, on the nature of the function expressive of the law of human mortality, and on a new mode of determining the value of life contingencies .Philos. trans. R. soc. Lond.115(1825) 513-585.

Discrete fractional calculus book by Christofer Goodrich and Allen C. Peterson

F.M.Attici, P.W. Elloe. Discrete fractional calculus with the nabla operator E.J.Q.Theory, Difference equation special Ed. 1 (3) (2009) ,1-12

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Published

2016-04-16

How to Cite

Khan, R. A. (2016). Growth of Tumour using Mathematical Modelling with the Help of Discrete Fractional Calculus. Asian Journal of Fuzzy and Applied Mathematics, 4(1). Retrieved from https://ajouronline.com/index.php/AJFAM/article/view/3613