Some threshold results of ecological competition model with reserve for one species and harvesting at fixed rates.

Authors

  • B Bhaskara Rama Sarma Faculty of Mathematics, BRS Classes, #2-284, Vivekananda street, Hanumannagar,Ramavarappadu,Vijayawada,A.P-521108, India

Keywords:

Competitive exclusion, Threshold results, Stability, Equilibrium states

Abstract

In the present investigation the stability analysis of a two-species competing ecological model with reserve for one species and harvesting at fixed rates is highlighted in view of principle of competitive exclusion due to Gause (1934). The model is characterized by a pair of non-linear system of ordinary differential equations. The equilibrium states are identified and a threshold theorem is derived to establish the stability of the co-existent equilibrium state.

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Author Biography

B Bhaskara Rama Sarma, Faculty of Mathematics, BRS Classes, #2-284, Vivekananda street, Hanumannagar,Ramavarappadu,Vijayawada,A.P-521108, India

Faculty of Mathematics, BRS Classes, #2-284, Vivekananda street, Hanumannagar,Ramavarappadu,Vijayawada,A.P-521108, India 

Published

14-06-2012

How to Cite

Sarma, B. B. R. “Some Threshold Results of Ecological Competition Model With Reserve for One Species and Harvesting at Fixed Rates”. Journal of Experimental Sciences, vol. 3, no. 2, June 2012, https://updatepublishing.com/journal/index.php/jes/article/view/1917.

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