Numerical study of one-step lineary implicit methods which are L-equivalent to stiffly accurate two-stages Runge-Kutta schemes
A review of one-step numerical integration methods on the base of Cauchy problems for systems of ordinary differential equations is realized. Non-iterative methods coinciding with stiff exact implicit double-stage Runge-Kutta schemes (autonomous and non-autonomous) while applied to linear problems are analysed in detail. Test examples are provided.
scientific article; zbMATH DE number 6359092