SOME NEW RESULTS ASSOCIATED WITH THE GENERALIZED LOMMEL-WRIGHT FUNCTION

Sirazul Haq, K. Nisar, Abdul Hakim Khan
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引用次数: 1

Abstract

The aim of this article is to establish a new class of unified integrals associated with the generalized Lommel-Wright functions, which are expressed in terms of Wright Hypergeometric function.Some integrals involving trigonometric,generalized Bessel function and Struve functions are also indicated as special cases of our main results.further, with the help of our main results and their special cases, we obtain two reduction formulas for the Wright hypergeometric function. keywords: Gamma function, generalized Wright hypergeometric function pψq, Hypergeometric function pFq, generalized Lommel-Wright functions J μm ν,λ (z), Lavoie-Trottier integral formula. MSC[2010]: 33B20, 33C20, 33B15
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本文的目的是建立一类新的与广义Lommel-Wright函数相关的统一积分,并用Wright超几何函数来表示。一些涉及三角函数、广义贝塞尔函数和斯特鲁夫函数的积分也作为我们主要结果的特例。进一步,利用我们的主要结果及其特殊情况,我们得到了赖特超几何函数的两个约简公式。关键词:Gamma函数,广义Wright超几何函数pψq,超几何函数pFq,广义Lommel-Wright函数J μm ν,λ (z), Lavoie-Trottier积分公式科学通报[2010]:1 - 2
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SOME NEW RESULTS ASSOCIATED WITH THE GENERALIZED LOMMEL-WRIGHT FUNCTION UNIVALENT HARMONIC FUNCTIONS GENERATED BY RUSCHEWEYH DERIVATIVES OF ANALYTIC FUNCTIONS ON A STUDY OF BINOMIAL FORM TO THE NEW (S, T)-JACOBSTHAL SEQUENCE INCLUSION RELATIONSHIPS AND SOME INTEGRAL-PRESERVING PROPERTIES OF CERTAIN CLASSES OF MEROMORPHIC P-VALENT FUNCTIONS SOME DOUBLE INTEGRALS INVOLVING MULTIVARIABLE I-FUNCTION
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