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10. ON THE LINEAR FORM OF FISHER EVOLUTION EQUATION by 1C.I. Ifediora, 2R.N. Opeh and 3O. E. Ogodo Transactions of NAMP Volume 10, (July and November, 2019) pp69 – 72
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ON THE LINEAR FORM OF FISHER EVOLUTION EQUATION by 1C.I. Ifediora, 2R.N. Opeh and 3O. E. Ogodo Transactions of NAMP Volume 10, (July and November, 2019) pp69 – 72

1,3Department of Mathematics and Computer Sciences, Western Delta University,Oghara, Delta State.

2Department of Physics with Electronics, Western Delta University, Oghara, Delta State

Abstract

This study concerns the diffusive behavior that characterize a number of physical manifestations often observed. These manifestations had been adequately described using Fisher evolution equation. In this study, our analysis will be confined to diffusive process with moderate intensity and, thus, governed by the linear form of Fisher equation. Nevertheless, the solutions in this consideration is still diffuse. A number of boundary conditions are introduced and analyzed. The frequent appearance of the function (error/function) seems interesting but though unexpected in this study

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