AbstractExplicit expressions are derived for the error terms associated with the asymptotic expansions of the convolution integral I(λ) = ∝0∞ ƒ(t) h(λt) dt, where h(t) and ƒ(t) are algebraically dominated at both 0+ and + ∞. Examples included are Fourier, Bessel, generalized Stieltjes, Hilbert and “potential” transforms
AbstractIn this paper, we study in quantum calculus the correspondence between poles of the q-Mellin...
AbstractIn a recent paper Landau and Luswili (J. Comput. Appl. Math. 132 (2001) 387) used generalize...
AbstractWe consider the Mellin convolution integral representation of the third Appell function give...
AbstractExplicit expressions are derived for the error terms associated with the asymptotic expansio...
AbstractWe present a method for deriving asymptotic expansions of integrals of the form ∫0∞f(t)h(xt)...
AbstractWe present a method for deriving asymptotic expansions of integrals of the form ∫0∞f(t)h(xt)...
AbstractA technique is developed here which yields the asymptotic expansion, in the two limits λ → 0...
AbstractIn a recent paper [J.L. López, Asymptotic expansions of Mellin convolution integrals, SIAM R...
In this paper we consider a quadrature method for the numerical solution of a second kind integral e...
AbstractA technique is developed here which yields the asymptotic expansion, in the two limits λ → 0...
AbstractAn asymptotic expansion is derived for a quadruple integral involving the Bessel function J0...
bibliographical data to be processed -- In: TW in beeld: bij het afscheid van prof.dr. H.A. Lauwerie...
This thesis presents a method for computing symbolic solutions of a certain class of improper integr...
AbstractA standard method for deriving asymptotic expansion consists of applying integration by part...
International audienceThe Fourier transform of orthogonal polynomials with respect to their own orth...
AbstractIn this paper, we study in quantum calculus the correspondence between poles of the q-Mellin...
AbstractIn a recent paper Landau and Luswili (J. Comput. Appl. Math. 132 (2001) 387) used generalize...
AbstractWe consider the Mellin convolution integral representation of the third Appell function give...
AbstractExplicit expressions are derived for the error terms associated with the asymptotic expansio...
AbstractWe present a method for deriving asymptotic expansions of integrals of the form ∫0∞f(t)h(xt)...
AbstractWe present a method for deriving asymptotic expansions of integrals of the form ∫0∞f(t)h(xt)...
AbstractA technique is developed here which yields the asymptotic expansion, in the two limits λ → 0...
AbstractIn a recent paper [J.L. López, Asymptotic expansions of Mellin convolution integrals, SIAM R...
In this paper we consider a quadrature method for the numerical solution of a second kind integral e...
AbstractA technique is developed here which yields the asymptotic expansion, in the two limits λ → 0...
AbstractAn asymptotic expansion is derived for a quadruple integral involving the Bessel function J0...
bibliographical data to be processed -- In: TW in beeld: bij het afscheid van prof.dr. H.A. Lauwerie...
This thesis presents a method for computing symbolic solutions of a certain class of improper integr...
AbstractA standard method for deriving asymptotic expansion consists of applying integration by part...
International audienceThe Fourier transform of orthogonal polynomials with respect to their own orth...
AbstractIn this paper, we study in quantum calculus the correspondence between poles of the q-Mellin...
AbstractIn a recent paper Landau and Luswili (J. Comput. Appl. Math. 132 (2001) 387) used generalize...
AbstractWe consider the Mellin convolution integral representation of the third Appell function give...
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