Tags: boundary value problems boundary value problems exponential b-splines

Jun 1, 2011 . Improvement of a Sinc-collocation method for Fredholm integral equations of the

May 6, 2010 . This work proposes and analyzes a stochastic collocation method for solving

On the Piecewise Constant Collocation Method for Multidimensional Weakly

Mar 23, 2011 . A Legendre collocation method for fractional integro-differential equations. Abbas

This paper compares two methods that are commonly used to study the stability

JOURNAL OF COMPUTATIONAL PHYSICS 61, 64-88 (1985) A Spectral

Dec 10, 2010 . Wave equations with variable coefficients are considered by the orthogonal

Collocation Methods for Volterra Integral and Related. Functional Equations, by

Introduce collocation methods. • Identify collocation methods as Runge-Kutta

the sparse grid stochastic collocation method is more efficient than Monte Carlo.

ods, while wavelet–collocation methods solve problem in physical space on a .

A comparison of the results of the collocation method with a traditional Monte

This modified collocation method is more consistent with the variational basis of

In this paper, a high-order stochastic collocation approach is proposed. Similar to

Trefftz-Herrera collocation method: applications to harmonic and biharmonic

An efficient and highly accurate algorithm based on a spectral collocation method

Sep 1, 2011 . Le, Phong and Mai-Duy, Nam and Tran-Cong, Thanh and Baker, Graham (2010)

A Finite Element Collocation Method for Variably Saturated Flows in. Porous

There are (at least) five MWR sub-methods, according to the choices for the Wi's.

May 2, 2003 . Collocation Method: . -th collocation point. The choice of collocation points is an

collocation approach, the assignment of nodal volumes and implementation of .

Definitions of collocation method, synonyms, antonyms, derivatives of collocation

Chebyshev collocation methods for ordinary differential equations. By K. Wright.

In this paper we propose and analyze a stochastic collocation method to solve

We extend a collocation method for solving a nonlinear ordinary differential

RBF Collocation Methods and Pseudospectral Methods. G. E. Fasshauer∗. Draft:

collocation method, using the same approximation space, for which we . Key

A collocation method with trigonometric trial functions is presented for m-order .

In mathematics, a collocation method is a method for the numerical solution of

Feb 16, 2004 . The collocation method allows to calculate the unknown boundary data . The

In this paper we propose and analyze a Stochastic-Collocation method to solve .

4 days ago . Weisstein, Eric W. "Collocation Method." From MathWorld--A Wolfram Web

as the collocation scheme using a basis of cardinal splines of order 2,u. The fact

An accurate Fourier–Chebyshev spectral collocation method has been

(2001) Bialecki, Fairweather. Journal of Computational and Applied Mathematics.

Abstract. The collocation method with polynomial splines will be applied to

The three most widely used spectral versions are the Galerkin, collocation, and

collocation method for a class of integral equations of the first kind with

advantages of the radial basis collocation method are twofold. . and in Section 3

Abstract. In this paper we consider a collocation method for solving Fredholm

Subjects: Collocation Meshless method. Radial basis function. Wavelet. Issue

As a part of DEMM, the Probabilistic Collocation Method (PCM) [199,159], is used

The first technique, the adaptive wavelet collocation method. (AWCM), tackles .

A collocation method for approximating integrals of rapidly oscillatory functions is

From the reviews: "This book is concerned with the solution of initial-boundary

May 30, 2011 . Ali, Arshad (2009) Mesh Free Collocation Method for Numerical Solution of Initial

Collocation Methods. Main concepts: Polynomial interpolation, quadrature,

alized polynomial chaos method (ME-gPC), probabilistic collocation method (

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