NUMERICAL ANALYSIS OF ASYMPTOTICALLY CONVOLUTION EVOLUTIONARY INTEGRAL EQUATIONS
Asymptotically convolution Volterra equations are characterized by kernel functions which exponentially
decay to convolution ones. Their importance in the applications motivates a numerical analysis of the
asymptotic behavior of the solution. Here the quasi-convolution nature of the kernel is exploited in order
to investigate the stability of .; / methods for general systems and in some particular cases.






