摘要
The theory of B-convergence for general linear methods is extended to general nonlinear muhivalue methods and to nonlinear stiff problems in Banach spaces. Moreover, using the extended theory, a class of high-order B-convergent multistep-multiderivative methods is constructed.
The theory of B-convergence for general linear methods is extended to general nonlinear muhivalue methods and to nonlinear stiff problems in Banach spaces. Moreover, using the extended theory, a class of high-order B-convergent multistep-multiderivative methods is constructed.
基金
Project supported by the National Natural Science Foundation of China.
