On lagranges polynomials of three variables

Authors

  • Mumtaz Ahmad Khan Aligarh Muslim University.
  • Ajay Kumar Shukla Aligarh Muslim University.

DOI:

https://doi.org/10.22199/S07160917.1998.0002.00007

Abstract

The present paper introduces a three variables analogue of Lagranges Polynomials and gives certain results involving these polynomials and the four Appell's functions F1 , F2, F3 and F4.

Author Biographies

Mumtaz Ahmad Khan, Aligarh Muslim University.

Department of Applied Mathematics, Faculty of Engineering.

Ajay Kumar Shukla, Aligarh Muslim University.

Department of Applied Mathematics, Faculty of Engineering.

References

[1] H. EXTON, Multiple Hupergeometric Functions and Applications. John Wiley and Sons (Halsted Press), New York ; Ellis Horwood, Chichester (1976).

[2] K. C. MITTAL, Some New Generating Functions for Lagrange's Polynomials Mathematica (Cluj), 44, pp. 57-62, (1979).

[3] K. C. MITTAL and B. L. SHARMA, Some Formulae for Lagranges Polynomials. I and II. Mathematica (Cluj), 9 (32), pp. 311-319, (1967).

[4] E. D. RAINVILLE, Special Functions. MacMillan, New York; Reprinted by Chelsea Publ. Co., Bronx, New York, (1971).

[5] H. M. SRIVASTAVA and P. W. KARLSSON, Multiple Gausian Hypergeometric Series. John Wiley and Sons (Halsted Press), New York; Ellis Horwood Chichester, (1985).

[6] H. M. SRIVASTAVA and H. L. MANOCHA, A Treatise on Generating Functions. John Wiley and Sons (Halsted Press), New York ; Ellis Horwood Chichester, (1984).

Published

2018-04-04

How to Cite

[1]
M. Ahmad Khan and A. Kumar Shukla, “On lagranges polynomials of three variables”, Proyecciones (Antofagasta, On line), vol. 17, no. 2, pp. 227-235, Apr. 2018.

Issue

Vol. 17 No. 2 (1998)

Section

Artículos
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