We investigate the analytical behavior of the solution of the test equation and derive the qualitative and quantitative properties of the numerical solution. The numerical experiments show that the stability conditions obtained represent sufficient conditions for the stability of the numerical method applied to a more general equation.
A convolution test equation for double delay integral equations
A Vecchio
2009
Abstract
We investigate the analytical behavior of the solution of the test equation and derive the qualitative and quantitative properties of the numerical solution. The numerical experiments show that the stability conditions obtained represent sufficient conditions for the stability of the numerical method applied to a more general equation.File in questo prodotto:
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