We present a finite-element solution to the 3D electromagnetic forward-modeling problem in
the frequency domain. The method is based on decomposing the electric field into vector …

Saddle point matrices of a special structure arise in optimal control problems. In this paper
we consider distributed optimal control for various types of scalar stationary partial …

In this paper, we present a preconditioned variant of the generalized successive
overrelaxation (GSOR) iterative method for solving a broad class of complex symmetric …

A complex system of linear equations arises in many important applications. We further
explore algebraic and convergence properties and present analytical and numerical …

In this paper, a double-step scale splitting (DSS) iteration method is proposed to solve a
class of complex symmetric of linear equation. Unconditional convergence result is …

In this paper, a new iteration method is proposed for solving the complex symmetric linear
systems. In theory, we show that the convergence factor or the upper bound of the spectral …

Meshfree radial basis function (RBF) methods are of interest for solving partial differential
equations due to attractive convergence properties, flexibility with respect to geometry, and …

Two-by-two block matrices with square matrix blocks arise in many important applications.
Since the problems are of large scale, iterative solution methods must be used. Thereby the …

This paper is concerned with several variants of the Hermitian and skew‐Hermitian splitting
iteration method to solve a class of complex symmetric linear systems. Theoretical analysis …

Time-harmonic problems arise in many important applications, such as eddy current
optimally controlled electromagnetic problems. Eddy current modelling can also be used in …