This paper derives a general procedure to produce an asymptotic expansion for
eigenvalues of the Stokes problem by mixed finite elements. By means of integral expansion …

The paper provides a general procedure or method to produce asymptotic error expansion
for the eigenvalue approximations of second order elliptic problems by the mixed finite …

This paper discusses conforming mixed finite element approximations for the Stokes
eigenvalue problem. Firstly, several mixed finite element identities are proved. Based on …

In this paper we propose a method for improving the convergence rate of the mixed finite
element approximations for the Stokes eigenvalue problem. It is based on a postprocessing …

We propose and analyze a finite element method for the Oseen eigenvalue problem. This
problem is an extension of the Stokes eigenvalue problem, where the presence of the …

In this paper we consider the finite element approximation of the Stokes eigenvalue
problems based on projection method, and derive some superconvergence results and the …

Several stabilized finite element methods for the Stokes eigenvalue problem based on the
lowest equal‐order finite element pair are numerically investigated. They are penalty …

In this paper, we discuss the a posteriori error estimates and adaptive algorithm of non-
conforming mixed finite elements including the Crouzeix–Raviart element and the enriched …

In this paper, a residual type of a posteriori error estimator for the general second order
elliptic eigenpair approximation by the mixed finite element method is derived and analyzed …

This paper presents a superconvergence result based on projection method for stabilized
finite element approximation of the Stokes eigenvalue problem. The projection method is a …