Qualifications: Ph.D.

Specialisation: Approximation theory

E-Mail: nkdeo@dce.ac.in

Publications:

Research Papers in Journals

1. S. P. Singh, P.K. Agrawal and Naokant Deo, “On approximation by the Derivative of Meyer Konig - Zeller operators” Indian Math. Society. 55 th Annual Conference (1989) Page 49.
2. S. P. Singh, P.K. Agrawal and Naokant Deo, “On approximation of functions together with their Derivatives by Baskakov operators” Banaras Hindu University Math. Soc.; (1989) Page 15.
3. S. P. Singh, G. Prasad and Naokant Deo, “A result on the Derivative Meyer - Konig and Zeller operators” Jnanabha,Vol. 20 (1990) Page 25-28.
4. S. P. Singh and Naokant Deo, “On the Translation of Meyer - Konig and Zeller operators” presented in Allahabad Math. Soc. Second Biennial Conference (1990).
5. S. P. Singh and Naokant Deo, “On the degree of - approximation by method of integral Szasz operators” International Symposium on Generalized Functions and Their Applications, Dec. 23-26(199), B.H.U., Page 37;
6. S.P. Singh and Naokant Deo, “On the degree of - approximation by Meyer - Konig and Zeller operators”; Far East J. Math. Sci. Page 1-8, Vol 2(1), (1994).
7. Naokant Deo, “Lupas-Durrmeyer operators”; J. Inequalities in Pure and Applied Mathematics 5(4) (2004), Art. 103, AUSTRALIA.
8. Naokant Deo, “ Simultaneous approximation by Lupas modified operators with weighted function of Sz asz Operators”; J. Inequalities in Pure and Applied Mathematics 5(4) (2004), Art.113, AUSTRALIA.
9. Naokant Deo, “On the Rate of Convergence of modified Baskakov type Operators on functions of bounded Variation” (Accepted) in Kyungpook Math. J., KOREA.
10. Naokant Deo andV. Gupta, “On the Rate of Convergence for Bivariate Beta Operators” (Accepted) in General Math . , ROMANIA.
11. "An Estimate of Approximation by Beta and Meyer-Konig-Zeller Operators” (Presented) in International Conference on Mathematical Inequalities and their Applications; I Victoria University, Melbourne, Victoria, Australia; December 06 - 08, (2004); Naokant Deo, AUSTRALIA.
12. “Simultaneous Approximation for the linear combinations of modified Beta operators” (Accepted) in The Austral. J. of Math. Anal. and Appl.; Naokant Deo, AUSTRALIA.