A stochastic approximation (SA) algorithm with new adaptive step sizes for solving unconstrained minimization problems in noisy environment is proposed.New adap
In this paper,a conservative difference scheme for the Rosenau-Korteweg de Vries (RKdV) equation in 2D is proposed.The system satisfies the conservative laws in
We establish a class of improved relaxed positive-definite and skew-Hermitian splitting (IRPSS) preconditioners for saddle point problems.These preconditioners
Based on the preconditioned modified Hermitian and skew-Hermitian splitting (PMHSS) iteration method for the complex symmetric linear system,two improved iterat
This paper introduce a cascadic multigrid method for solving semilinear elliptic equations based on a multilevel correction method.Instead of the common costly
Under two hypotheses of nonconforming finite elements of fourth order elliptic problems,we present a side-patchwise projection based error analysis method (SPP-
In this paper,efficient numerical scheme is proposed for solving the water wave model with nonlocal viscous term that describe the propagation of surface water
Ultrasound imaging technique is one of the most non-invasive,practically harmless to the human body,accurate,cost effective and real-time techniques in medical
In this paper,we consider elliptic hemivariational inequalities arising in applications in semipermeable media.In its general form,the model includes both inter
We analyze the superconvergence property of the linear finite element method based on the polynomial preserving recovery (PPR) for Robin boundary elliptic probl