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An Approximation of the Hankel Transform for Absolutely Continuous Mappings
DRAGOMIR, N.M.,DRAGOMIR, S.S.,GU, M.,GAN, X.,WHITE, R. 한국산업정보응용수학회 2002 한국산업정보응용수학회 Vol.6 No.1
Using some techniques developed by Dragomir and Wang in the recent paper [2] in connection to Ostrowski integral inequality, we point out some approximation results for the Henkel's transform of absolutely continuous mapping.
An accurate approximation for the fiber refractive index profile via Taylor`s expansion formula
DRAGOMIR, N.M.,BAXTER, G.W. 한국산업정보응용수학회 2002 한국산업정보응용수학회 Vol.6 No.2
By the use of Taylor's expansion formula with the integral remainder, an accurate approximation for the fiber refractive index profile is given.
A QUADRATURE RULE FOR THE FINITE HILBERT TRANSFORM VIA TRAPEZOID TYPE INEQUALITIES
Dragomir, N.M.,Dragomir, S.S.,Farrell, P.M.,Baxter, G.W. 한국전산응용수학회 2003 Journal of applied mathematics & informatics Vol.13 No.1
A quadrature rule for the finite Hilbert Trasnform via trapezoid type inequalities is obtained . Some numerical experiments for different divisions of the interval [a, b] are also presented.