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DOON UNIVERSITY DEHRADUN

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SSR PART-II<br />

<strong>DOON</strong> <strong>UNIVERSITY</strong>, <strong>DEHRADUN</strong><br />

3. Sarita, Katiyar, V.K., Pradhan, P. 2009. Analytical Study of Human<br />

Respiratory System. International Journal of Applied Mathematics<br />

and Mechanics 11 XX, 1-7.<br />

4. Sarita, Katiyar, V.K., Pradhan, P. 2010. Finite element study of human<br />

respiratory system within human upper airways. C.T. Lim and J.C.H.<br />

Goh (Eds.): WCB-2010, IFMBE Proceedings 31, 220-223.<br />

5. Sarita, Katiyar, V.K., Pradhan, P. 2011. The solution of Mathematical<br />

model for transport of oxygen in peripheral nerve with the first-order<br />

chemical kinetics using finite-difference technique during Pranayama.<br />

SENRA Academic Publishers, Burnaby, British Columbia, Canadian<br />

Journal of Pure and applied sciences 5, 1567-1571.<br />

6. Srivastava, V., Avasthi, M., Sarita. 2013. An Implicit Finite-Difference<br />

Solution To One-Dimensional Coupled Burgers' Equations, Asian-<br />

European. Journal Of Mathematics (AEJM) 6, 13500.<br />

7. Srivastava, V., Avasthi, M., Sarita. 2013. An implicit logarithmic finitedifference<br />

technique for two dimensional coupled viscous Burgers’<br />

equation. AIP Advances 3, 122105. (American Insstitute of Physics,<br />

USA).<br />

8. Srivastava, V., Tamsir, M., Avasthi, M, Sarita. 2014. One-dimensional<br />

coupled Burgers equation and its numerical solution by an implicit<br />

logarithmic finite-difference method. AIP Advances 4, 037119<br />

(American Institute of Physics, USA).<br />

9. Agrawal, P.N., Gairola, A.R. 2007. On iterative combination of<br />

Bernstein-Durrmeyer polynomials. Appl. Anal. Discrete Math 1, 1-11.<br />

10. Agrawal, P. N., Gupta, V. Gairola, A.R. 2008. On iterative<br />

combination of modified Bernstein-type polynomials. Georgian Math.<br />

J. 15,591-600.<br />

11. Gairola, A.R., Agrawal, P. N. 2009. Direct and inverse theorems for the<br />

Bezier variant of certain summation-integral type operators. Turk. J.<br />

Math. 33, 1-14.<br />

12. Sinha, T.A. K., Gupta, V., Agrawal, P. N., Gairola, A.R. 2009. Inverse<br />

theorem for an iterative combination of Bernstein-Durrmeyer<br />

polynomials. Studia Univ. Babe_s-Bolyai Mathematica, 4, 153-165.<br />

13. Gupta, V. Agrawal, P. N., Gairola, A.R. 2009. On the integrated<br />

Baskako type operators. Appl. Math. Comput. 213, 419-425.<br />

14. Agrawal, P. N., Gairola, A.R. 2009. On certain Durrmeyer type<br />

operators. Math. Commun. 14, 307-316.<br />

15. Agrawal, P. N., Singh, K.K., Gairola, A.R. 2010. On Lp-approximation<br />

by iterative combination of Bernstein-Durrmeyer type polynomials. Int.<br />

J. Math. Anal. 4, 469-479.<br />

16. Gairola, A.R. 2010. On certain Baskakov-Durrmeyer type operators.<br />

Surv. Math. Appl. 5, 123 - 134.<br />

17. Agrawal, P. N., Gairola, A.R. 2011. On Lp inverse theorem for a linear<br />

combinations of Sz_asz-beta operators. Thai. J. Math. 9, 11-20.<br />

School of Physical Sciences<br />

270

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