The objective of this high-level mini-symposia is to bring international experts in geophysics and applied mathematics together to present their recent rese
We present a novel approach for constructing inf-sup stable mixed finite element methods of arbitrary order which deliver optimal and pressureindependent ve
We define three dimensional stokes elements in three dimensions.We supplement piecewise polynomial basis functions of the velocity by rational functions tha
We construct conforming finite element spaces for the Stokes and Navier–Stokes problem in two and three dimensions that yield divergence– free velocity ap
In this talk,we extend the famous Ross's model to establish a new model for malaria to incorporate the impact of blood meal resource for mosquitoes and temp
Description In recent years,great progress has been achieved in the construction and understanding of divergence-free methods for incompressible flow proble
In this paper,we propose a within-host virus model with multiple stages for infected cells under time-varying environments,to study how the multiple infecte