SOME DEFINITE INTEGRALS OF GRADSHTEYN-RYZHIK AND OTHER INTEGRALS

Kaleem A. Quraishi
Kaleem A. Quraishi
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Dr. M. I .QURESHI
Dr. M. I .QURESHI
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KALEEM
KALEEM
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A .QURAISHI
A .QURAISHI
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RAM PAL
RAM PAL
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Maharshi Dayanand University

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SOME DEFINITE INTEGRALS OF GRADSHTEYN-RYZHIK AND OTHER INTEGRALS

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Abstract

In the present paper we evaluate three definite integrals with certain convergence conditions, using Leibnitz rule for differentiation under integral sign and Wallis formula. Some other integrals are also evaluated by means of Leibnitz rule, Kummer’s first transformation and reduction formula, series rearrangement techniques under stated convergence conditions.

References

6 Cites in Article
  1. (2010). BIBLIOGRAFÍAY REFERENCIAS.
  2. D Bierens De Haan (1867). Nouvelles Tables D'integrales Definies.
  3. G Boros,V Moll (1998). An Integral with Three Parameters.
  4. I Gradshteyn,I Ryzhik (1965). Table of Integrals, Series and Products, Fourth Edition.
  5. E Rainville (1960). Special Functions.
  6. H Srivastava,H Manocha (1984). A Treatise on Generating Functions.
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Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

How to Cite This Article

Kaleem A. Quraishi. 1970. \u201cSOME DEFINITE INTEGRALS OF GRADSHTEYN-RYZHIK AND OTHER INTEGRALS\u201d. Unknown Journal GJSFR Volume 11 (GJSFR Volume 11 Issue 4).

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  • Open Access
  • CC-BY-ND-NC 4.0
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  • Submission ReceivedMay 26, 2011
  • Peer Review Double Blind
    Handling Editor
  • Accepted June 18, 2011
  • Published June 29, 2011
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v1.2

Issue date
July 6, 2011

Language
en
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High-quality academic research articles on global topics and journals.

SOME DEFINITE INTEGRALS OF GRADSHTEYN-RYZHIK AND OTHER INTEGRALS

Dr. M. I .QURESHI
Dr. M. I .QURESHI
KALEEM
KALEEM
A .QURAISHI
A .QURAISHI
RAM PAL
RAM PAL
  • Submission ReceivedMay 26, 2011
  • Peer Review Double Blind
    Handling Editor
  • Accepted June 18, 2011
  • Published June 29, 2011

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