Titlebook: Meshfree Methods for Partial Differential Equations IV; Michael Griebel,Marc Alexander Schweitzer Conference proceedings 2008 Springer-Ver

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,A’posteriori Error Estimation Based on Higher Order Approximation in the Meshless Finite Differenceorms. Thus the HOA approach provides results which may be also used as a high quality reference solution in global or local error estimators. A variety of 1D and 2D tests done indicate clear superiority of such estimation approach over those currently used in the other discrete methods [1].

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Large Scale, Multiresolution Flow Simulations Using Remeshed Particle Methods,nics to Biology and Social Sciences. In advection dominated problems particle methods can be considered as the method of choice due to their inherent robustness, stability and Lagrangian adaptivity. At the same time however, smooth particle methods encounter major difficulties in simulating the equa

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On the Stabilization of Stress-Point Integration in the Element Free Galerkin Method,Increment Gradient (FIG) are compared for linear elastostaticity problems and some relations between them are described. Particular emphasis is placed on stress-point integration procedures with stabilization. The convergence and stability properties of stabilized methods in the framework of the ele

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