In the last few decades,Runge-Kutta-Nystr"om(RKN) methods have made significant progress and the study of RKN-type methods for solving highly oscillatory d
Recent research for parallel numerics of time-dependent PDEs provokes fast growing interest for the study of parallel-in-time(PinT)algorithms,because in man
This talk is divided into two parts.In the first part we consider strong convergence of semidiscrete finite element method for stochastic partial differenti
In this talk,we develop a new technique to study the optimal convergence orders of collocation methods for Volterra functional integral equations with vanis
We consider the conforming and nonconforming virtual element method(VEM)for the approximation of the time fractional reaction-subdiffusion equation involvin