Pathway Integral Operator Associated with Aleph-Function and General Polynomials

Article ID

E9EJ3

Pathway Integral Operator Associated with Aleph-Function and General Polynomials

Dr. Rinku Jain
Dr. Rinku Jain K. J. SOMAIYA INSTITUTE OF MANAGEMENT STUDIES AND RESEARCH, Vidyavihar, Mumbai- 400077
Dr. Kirti Arekar
Dr. Kirti Arekar
DOI

Abstract

This paper is devoted to the study of a pathway fractional integral operator associated with the pathway model and pathway probability density for the ℵ- function and a generalized polynomial in the kernel. By specializing the coefficients and various parameters in the generalized polynomials and ℵ- function, our main theorem would readily yield several interesting results.

Pathway Integral Operator Associated with Aleph-Function and General Polynomials

This paper is devoted to the study of a pathway fractional integral operator associated with the pathway model and pathway probability density for the ℵ- function and a generalized polynomial in the kernel. By specializing the coefficients and various parameters in the generalized polynomials and ℵ- function, our main theorem would readily yield several interesting results.

Dr. Rinku Jain
Dr. Rinku Jain K. J. SOMAIYA INSTITUTE OF MANAGEMENT STUDIES AND RESEARCH, Vidyavihar, Mumbai- 400077
Dr. Kirti Arekar
Dr. Kirti Arekar

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Dr. Rinku Jain. 2013. “. Global Journal of Science Frontier Research – F: Mathematics & Decision GJSFR-F Volume 13 (GJSFR Volume 13 Issue F3): .

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Crossref Journal DOI 10.17406/GJSFR

Print ISSN 0975-5896

e-ISSN 2249-4626

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Pathway Integral Operator Associated with Aleph-Function and General Polynomials

Dr. Rinku Jain
Dr. Rinku Jain K. J. SOMAIYA INSTITUTE OF MANAGEMENT STUDIES AND RESEARCH, Vidyavihar, Mumbai- 400077
Dr. Kirti Arekar
Dr. Kirti Arekar

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