The bounds for the eigenvalues of the stiffness matrices in the finite element discretization corresponding to Lu := -u" with zero boundary conditions by quadra
An interior trust-region-based algorithm for linearly constrained minimization problems is proposed and analyzed. This algorithm is similar to trust region algo
The purpose of this paper is to adopt the quasi-interpolating operators in multivariate pline space S12 (△m2*n) to solve two-dimensional Fredholm Integral Equa
We study the numerical behaviours of the relaxed asynchronous multisplitting methods for the linear complementarity problems by solving some typical problems fr
Consider an inverse scattering problem by an obstacle D (∪) R2 with impedance boundary. We investigate the reconstruction of the scattered field us from its fa
The spectral gradient method has proved to be effective for solving large-scale unconstrained optimization problems. It has been recently extended and combined