| Abstract: |
| This paper deals with the second-order Fredholm integro differential equations perturbed singularly. Similar problems arise when modelling the spatiotemporal evolution of epidemics mathematically. An fitted difference scheme on a uniform mesh is accomplished by the method based on cubic spline in compression. An analysis is conducted on the scheme`s stability. The convergence of the proposed scheme is examined. The theory is supported numerically by the solutions to several example and are presented in the table. |
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