AbstractThis paper gives a personal bird's eye view of some aspects of multivariate numerical integration. It will sketch what happened during the past 50 years and point the reader's attention to what did not happen
The term numerical integration covers several different tasks, including numerical evaluation of int...
AbstractWe consider a new averaging technique for studying the complexity of weighted multivariate i...
This paper presents a brief description of a numerical procedure for evaluating multiple integrals o...
AbstractThis paper gives a personal bird's eye view of some aspects of multivariate numerical integr...
AbstractAbout 13 years ago we started collecting published cubature formulas for the approximation o...
In this paper we describe some recent topics in the approximation of univariate and multivariate int...
This paper reviews current quadrature methods for approximate calculation of integrals within S-Plus...
This paper reviews current quadrature methods for approximate calculation of integrals within S-Plus...
Approximating high and infinite dimensional integrals numerically is in general a very difficult pro...
The accuracy and efficiency of computing multiple integrals is a very important problem that arises ...
High-dimensional integrals arise in a variety of areas, including quantum physics, the physics and c...
The objective in numerical integration is the approximation of a definite integral using numerical t...
AbstractThe connection between orthogonal polynomials and cubature formulae for the approximation of...
The accuracy and efficiency of computing multiple integrals is a very important problem that arises ...
The status of numerical evaluations of Mellin–Barnes integrals is discussed, in particular the appli...
The term numerical integration covers several different tasks, including numerical evaluation of int...
AbstractWe consider a new averaging technique for studying the complexity of weighted multivariate i...
This paper presents a brief description of a numerical procedure for evaluating multiple integrals o...
AbstractThis paper gives a personal bird's eye view of some aspects of multivariate numerical integr...
AbstractAbout 13 years ago we started collecting published cubature formulas for the approximation o...
In this paper we describe some recent topics in the approximation of univariate and multivariate int...
This paper reviews current quadrature methods for approximate calculation of integrals within S-Plus...
This paper reviews current quadrature methods for approximate calculation of integrals within S-Plus...
Approximating high and infinite dimensional integrals numerically is in general a very difficult pro...
The accuracy and efficiency of computing multiple integrals is a very important problem that arises ...
High-dimensional integrals arise in a variety of areas, including quantum physics, the physics and c...
The objective in numerical integration is the approximation of a definite integral using numerical t...
AbstractThe connection between orthogonal polynomials and cubature formulae for the approximation of...
The accuracy and efficiency of computing multiple integrals is a very important problem that arises ...
The status of numerical evaluations of Mellin–Barnes integrals is discussed, in particular the appli...
The term numerical integration covers several different tasks, including numerical evaluation of int...
AbstractWe consider a new averaging technique for studying the complexity of weighted multivariate i...
This paper presents a brief description of a numerical procedure for evaluating multiple integrals o...
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