Deterministic ODE and PDE solvers are widely used,but characterizing the error in numerical solutions within a coherent statistical framework is challenging
This minisymposium consists of three sessions.Each co-organizer will organize one session.They will address the three aspects of the title: design,modeling,
Dahlquist's theory of linear stability for numerical integration of ordinary diÆerential equations are successful in solving dynamic problems dominated by
A class of higher order numerical methods for advancing the charged particles in a general electromagnetic field is developed based on processing technique.
In this work,we develop an hp-adaptive minimum action method(MAM).MAM plays a critical role to minimize the Freidlin-Wentzell action functional,which is the