… multigrid method based on Newton iteration is proposed to solve nonlinear eigenvalue
problems… , we introduce the multigrid method to solve the nonlinear eigenvalue problems. We use …

… 3, we introduce the finite element method for the nonlinear eigenvalue problem and state …
A type of local and parallel multigrid algorithm for solving the nonlinear eigenvalue problem …

… finite element method is proposed for nonlinear eigenvalue problems in electronic … method
and adaptive multigrid method. Different from the classical adaptive finite element method for …

… algorithm for solving boundary value problems. Hence, the aim of this paper is to present a
full multigrid method [15… finite element method) for solving non-selfadjoint Steklov eigenvalue …

… approach, instead of solving an equation for corrections of the solution on a coarse grid, the
original equation is prescribed and full … will describe both multigrid methods in more detail. …

… multigrid method can solve such problems by employing a tailored multilevel hierarchy of the
FE spaces and a novel approach … of our multigrid method is a technique that decouples the …

… One way to apply the multigrid method to nonlinear PDEs is the use of … of the multigrid
method is not restricted to the solution of PDEs. There are generalizations to eigenvalue problems, …

… (PDC) obtained using a flexible-order finite difference FNPF simulator 23 can be used as
a reference for the multigrid methods in this work. In the following, we provide details on the …

… , finite element methods. For linear PDEs, the resulting method is closely related to multigrid
… In our parabolic test problems the numerical behavior of this multigrid approach is robust wrt …

… Another aim of this paper is to investigate the efficiency of the AMG method for eigenvalue
problems. We test various eigenvalue problems and numerical results show that the time …