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نام:

Solution of systems of integro–differential equations using numerical

treatment of fixed point

نویسندگان:

M.I. Berenguer, D. G´amez, A.J. L´opez Linares

چکیده:

We approximate the solution of a system of nonlinear mixed Fredholm–Volterra integro–differential equations

of the second kind, using fixed point techniques and Schauder bases in certain Banach spaces. The convergence and

error are studied. Several numerical examples are given, and the obtained numerical approximations are compared with

the corresponding exact solutions.

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