Not availableThe main purpose of this mork is to shym that linear multistep methods for Ordinary Differential Equations way be transfornmd into qmadrature rules and hum the stability properties of such nethods is oarried over to the context of ~Primai solution of Volterra Integral Equations. It is algo shomm that difficulties arise when %e try to extended the class of test problems
We consider direct quadrature methods employing quadrature rules which are reducible to linear multi...
As is known, many problems of natural science are reduced mainly to the solution of nonlinear Volter...
summary:Method for numerical solution of Volterra integral equations, based on the O.I.M. methods, i...
Not availableThe main purpose of this mork is to shym that linear multistep methods for Ordinary Dif...
Linear multistep methods for ordinary differential equations generate convolution quadrature rules. ...
AbstractA family of test equations is suggested for first and second kind nonsingular Volterra integ...
We investigate the class of general linear methods of order $p$ and stage order $q=p$ for the numeri...
summary:Stability analysis for numerical solutions of Voltera integro-differential equations based o...
Linear multistep methods for ordinary differential equations in conjunction with a family of computa...
We investigate the stability properties of numerical methods for weakly singular Volterra integral e...
There are some classes of methods for solving integral equations of the variable boundaries. It is k...
A formal relationship between quadrature rules and linear multistep methods for ordinary differentia...
Based on the linear multistep methods for ordinary differential equations (ODEs) and the canonical i...
Within the theoretical framework of the numerical stability analysis for the Volterra integral equa...
AbstractIn this paper we prove that direct linear multistep methods for Volterra integral equations ...
We consider direct quadrature methods employing quadrature rules which are reducible to linear multi...
As is known, many problems of natural science are reduced mainly to the solution of nonlinear Volter...
summary:Method for numerical solution of Volterra integral equations, based on the O.I.M. methods, i...
Not availableThe main purpose of this mork is to shym that linear multistep methods for Ordinary Dif...
Linear multistep methods for ordinary differential equations generate convolution quadrature rules. ...
AbstractA family of test equations is suggested for first and second kind nonsingular Volterra integ...
We investigate the class of general linear methods of order $p$ and stage order $q=p$ for the numeri...
summary:Stability analysis for numerical solutions of Voltera integro-differential equations based o...
Linear multistep methods for ordinary differential equations in conjunction with a family of computa...
We investigate the stability properties of numerical methods for weakly singular Volterra integral e...
There are some classes of methods for solving integral equations of the variable boundaries. It is k...
A formal relationship between quadrature rules and linear multistep methods for ordinary differentia...
Based on the linear multistep methods for ordinary differential equations (ODEs) and the canonical i...
Within the theoretical framework of the numerical stability analysis for the Volterra integral equa...
AbstractIn this paper we prove that direct linear multistep methods for Volterra integral equations ...
We consider direct quadrature methods employing quadrature rules which are reducible to linear multi...
As is known, many problems of natural science are reduced mainly to the solution of nonlinear Volter...
summary:Method for numerical solution of Volterra integral equations, based on the O.I.M. methods, i...