The linear barycentric rational method for a class of delay Volterra integro-differential equations
A Abdi, JP Berrut, SA Hosseini - Journal of Scientific Computing, 2018 - Springer
A Abdi, JP Berrut, SA Hosseini
Journal of Scientific Computing, 2018•SpringerA method for solving delay Volterra integro-differential equations is introduced. It is based on
two applications of linear barycentric rational interpolation, barycentric rational quadrature
and barycentric rational finite differences. Its zero–stability and convergence are studied.
Numerical tests demonstrate the excellent agreement of our implementation with the
predicted convergence orders.
two applications of linear barycentric rational interpolation, barycentric rational quadrature
and barycentric rational finite differences. Its zero–stability and convergence are studied.
Numerical tests demonstrate the excellent agreement of our implementation with the
predicted convergence orders.
Abstract
A method for solving delay Volterra integro-differential equations is introduced. It is based on two applications of linear barycentric rational interpolation, barycentric rational quadrature and barycentric rational finite differences. Its zero–stability and convergence are studied. Numerical tests demonstrate the excellent agreement of our implementation with the predicted convergence orders.
Springer
以上显示的是最相近的搜索结果。 查看全部搜索结果