Abstract

Mathematical Model for Contesting Party Workers

1Nita H. Shah, Milan D. Shah, Foram A. Thakkar and Moksha H. Satia

1Department of Mathematics, Gujarat University, Ahmedabad, 380009, Gujarat, INDIA.

DOI : http://dx.doi.org/10.29055/jcms/765

ABSTRACT

In this paper, a mathematical model for contesting party workers has been formulated as a system of non-linear ordinary differential equations during election. A basic reproduction number has been calculated which will decide the behavior of an individual in the system. Stability in terms of local and global is also discussed. Simulation analysis has been carried out which shows that the maximum number of individuals are trying to join ruling party.

Keywords :Mathematical model, System of non-linear ordinary differential equations, Basic Reproduction number, Stability, Simulation.

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