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   a new numerical scheme for solving systems of integro-differential equations  
   
نویسنده hesameddini esmail ,rahimi azam
منبع computational methods for differential equations - 2013 - دوره : 1 - شماره : 2 - صفحه:108 -119
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چکیده    this paper has been devoted to apply the reconstruction of variational iteration method (rvim) to handle the systems of integro-differential equations. rvim has been induced with laplace transform from the variational iteration method (vim) which was developed from the inokuti method. actually, rvim overcome to shortcoming of vim method to determine the lagrange multiplier. so that, rvim method provides rapidly convergent successive approximations to the exact solution. the advantage of the rvim in comparison with other methods is the simplicity of the computation without any restrictive assumptions. numerical examples are presented to illustrate the procedure. comparison with the homotopy perturbation method has also been pointed out.
کلیدواژه homotopy perturbation method ,reconstruction of variational iteration method ,volterra equation ,system of integro-differential equations
آدرس shiraz university of technology , shiraz university of technology
 
 

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