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ABSTRACT: In this paper, we establish some mid-point type and trapezoid type inequalities via a new class of fractional integral operators which is introduced by Ahmad et al. We derive a new ...
School of Mathematics and Statistics, Carleton University, Ottawa, ON, Canada.
A fully numerical method based on double exponential formulas for strongly singular volume integrals
Abstract: In this study we utilize quadrature rules based on double exponential formulas to evaluate strongly singular volume integrals. First it is shown numerically that double exponential formulas ...
This is the numerical integration program for Fourier-type integrals, using double exponential transformation. This code can calculate the sine type integral and the cosine type integral from a to ...
A fully numerical method based on double exponential formulas for strongly singular volume integrals
Abstract: In this study we utilize quadrature rules based on double exponential formulas to evaluate strongly singular volume integrals. First it is shown numerically that double exponential formulas ...
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