This library is an implementation of Smolyak’s Sparse Grid Algorithm for solving integration and interpolation problems in d-dim spaces with far fewer function ...
Integration is one of the basic and key calculations in the field of analysis. Below is a collection of integral formulas, generalized, extended, trigonometric, basic, partial, antiderivative integral ...
The name of the program denotes the example number and the approximation formula. For example, the program Ex2DE1.c approximates the indefinite integraion of the function in (2) using the formula (DE1 ...
Abstract: Abstract—Block-oriented simulation languages are a powerful tool for solving simulation problems. A problem of major importance in simulation, however, is the choice of the integration ...
In this paper, the operators of fractional integration introduced by Marichev-Saigo-Maeda involving Appell's function F 3 (·) are applied, and several new image formulas of generalized Lommel–Wright ...
Abstract: A simple image domain ray tube integration formula is presented to efficiently compute the inverse synthetic aperture radar (ISAR) image of a complex target by the shooting and bouncing ray ...
Polynomial integration is a fundamental principle in calculus with numerous applications in various fields like engineering, physics, computer science and economics. Despite its numerous applications, ...
Glendon College, York University, Toronto, Canada. Although integrals on unbounded contours have been used frequently in complex analysis (see [1], page 214), they have never appeared in the context ...
Department of Mathematics, University of Central Arkansas, Conway, USA. for. This quadrature rule uses 3N/4 function evaluations. This rule is fourth order accurate. These stencils can be generated ...
Some results have been hidden because they may be inaccessible to you
Show inaccessible results
Feedback