INTEGRALS AND TWO DIMENTIONAL EXPONENTIAL BESSEL EXPANSION CONCERNING H-FUNCTION

V.B.L. CHAURASIA; MUKESH AGNIHOTRI

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INTEGRALS AND TWO DIMENTIONAL EXPONENTIAL BESSEL EXPANSION CONCERNING H-FUNCTION

机译：H函数的积分和二维指数贝塞尔扩张

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摘要

The aim of the present paper is to establish two integrals involving a general class of polynomials and H-function. By the application of these integrals, a two dimensional exponential Bessel expansion has also been derived. The finding of the this paper are sufficiently general in nature and are capable of yielding numerous (known and knew) results involving classical polynomial.

机译：本文的目的是建立两个涉及一般多项式和H函数的积分。通过应用这些积分，还获得了二维指数贝塞尔扩展。本文的发现本质上是足够笼统的，并且能够得出涉及经典多项式的众多（已知和已知）结果。

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《Acta Ciencia Indica. Mathematics》 |2005年第3期|p.767-772|共6页
作者
V.B.L. CHAURASIA; MUKESH AGNIHOTRI;
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Department of Mathematics University of Rajasthan, Jaipur-302 004-RAJ. (INDIA);

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正文语种 eng
中图分类自然科学总论;
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4. The Kratzel Function as the H-Function and the Evaluation of Integrals [C] . A. A. Kilbas, M. Saigo, R. K. Saxena, International Conference on Engineering Computational Technology . 2006

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5. On the extension of the Bessel Functions of the first kind with applications to some mathematical integrals and transforms. [D] . Al-Baiyat, Abdulkhaleg Ali. 2012

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6. Certain Fractional Integral Formulas Involving the Product of Generalized Bessel Functions [O] . D. Baleanu, P. Agarwal, S. D. Purohit 2013

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7. Exponential-Bessel partial differential equation and Fox’s H-function [O] . S.D. Bajpai, Sadhana Mishra 1994

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8. Uniform Asymptotic Expansions of a Class of Integrals in Terms of Modified Bessel Functions, with Application to Confluent Hypergeometric Functions [R] . Temme, N. M. 1988

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INTEGRALS AND TWO DIMENTIONAL EXPONENTIAL BESSEL EXPANSION CONCERNING H-FUNCTION

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