We apply the Mellin transformation method to estimate Q 2 -dependence of the F3 structure function using the efficient contour running from a saddle point proposed by Kosower. Considering a contour of the stationary phase, we examine how to improve the efficient contour. We demonstrate the applicability of the Kosower contour calculated for some fixed Q 2 0 for evaluation of the F3 structure function at any experimental value of momentum transfer squared Q 2 . We investigate the influence of the target mass corrections and higher order terms on the choice of the most efficient contour
Abstract: We investigate the use of the embedding formalism and the Mellin transform in the calculat...
We argue that nonperturbative CFT correlation functions admit a Mellin amplitude representation. Per...
Open string disk integrals are represented as contour integrals of a product of Beta functions using...
We estimate the accuracy of the reconstruction of the structure function xFs (x, Q ) by the...
We apply the Mellin transformation method to the recovery form of the fragmentation function using t...
We present a recipe for constructing the effcient contour which allows one to calculate with high ac...
We present the analytic calculation of the Mellin moments of the structurefunctions F_2, F_3 and F_L...
We derive semi-analytic expressions for the analytic continuation of the mellin transforms of the he...
We derive semi--analytic expressions for the analytic continuation of the Mellin transforms of the h...
We derive the analytic continuation of the Mellin moments of deep inelastic structure functions at t...
We derive semi-analytic expressions for the analytic continuation of the Mellin transforms of the he...
We uncover a new type of unitary operation for quantum mechanics on the half-line which yields a tra...
Abstract We define a Mellin amplitude for CFT1 four-point functions. Its analytical properties are i...
The analytic continuation of the Mellin transforms to complex values of N for the basic functions g_...
The analytic continuation of the Mellin transforms to complex values of N for the basic functions $g...
Abstract: We investigate the use of the embedding formalism and the Mellin transform in the calculat...
We argue that nonperturbative CFT correlation functions admit a Mellin amplitude representation. Per...
Open string disk integrals are represented as contour integrals of a product of Beta functions using...
We estimate the accuracy of the reconstruction of the structure function xFs (x, Q ) by the...
We apply the Mellin transformation method to the recovery form of the fragmentation function using t...
We present a recipe for constructing the effcient contour which allows one to calculate with high ac...
We present the analytic calculation of the Mellin moments of the structurefunctions F_2, F_3 and F_L...
We derive semi-analytic expressions for the analytic continuation of the mellin transforms of the he...
We derive semi--analytic expressions for the analytic continuation of the Mellin transforms of the h...
We derive the analytic continuation of the Mellin moments of deep inelastic structure functions at t...
We derive semi-analytic expressions for the analytic continuation of the Mellin transforms of the he...
We uncover a new type of unitary operation for quantum mechanics on the half-line which yields a tra...
Abstract We define a Mellin amplitude for CFT1 four-point functions. Its analytical properties are i...
The analytic continuation of the Mellin transforms to complex values of N for the basic functions g_...
The analytic continuation of the Mellin transforms to complex values of N for the basic functions $g...
Abstract: We investigate the use of the embedding formalism and the Mellin transform in the calculat...
We argue that nonperturbative CFT correlation functions admit a Mellin amplitude representation. Per...
Open string disk integrals are represented as contour integrals of a product of Beta functions using...