An efficient block solver of trigonometrically fitted method for stiff ODEs has been developed.
This block solver utilizes a special trigonometrically fitted method as the basis function …

This research study focuses on a computational strategy of variable step, variable order
(CSVSVO) for solving stiff systems of ordinary differential equations. The idea of Newton's …

A block solver of variable step variable order (BSVSVO) is suggested for stiff ordinary
differential equations (ODEs). The block solver is employed to enhance the performance for …

This research study is aimed at develo** variable step reduction block solver (VSRBS) for
stiff ODEs. This step reduction block solver will embrace the technic of variable step-variable …

The aim of this study will be to design Parallel solver (PS) for oscillatory stiff systems of
ordinary differential equations (ODEs). PS will be constructed via a type of specially …

Accepted: 13 January 2022 A block solver of variable step variable order (BSVSVO) is
suggested for stiff ordinary differential equations (ODEs). The block solver is employed to …

This research study aimed at develo** block solver for multidimensional systems (BSMS)
of ordinary differential equations. This method will be formulated via interpolation and …