Dr. Sandeep Dixit

Assistant Professor - Selection Grade (DOJ - 17.07.2012, Regular)

B. Sc. C. S. J. M. University, Kanpur, U. P.

M. Sc. Banaras Hindu University, Varanasi, U. P.

Ph.D. IIT-(BHU), Varanasi

Area of Specialization:

Operational matrices. Singular integral equation of Abel type.

Research & Publications:

  • S. Dixit, Om P. Singh and S. Kumar, “A stable numerical inversion of generalized Abel’s integral equation”, Applied Numerical Mathematics, Vol. 62, Issue 5, 567-579, 2012.(Elsevier’s Journal)
  • S. Dixit, Om P. Singh, V. K. Singh and A. K. Singh, “Bernstein direct method for solving variational problems”, International Mathematical Forum, Vol. 5, no. 48 (2010), 2351 – 2370
  • S. Dixit, Om P. Singh and Sunil Kumar, “An Analytic Algorithm for solving system of fractional differential Equations” , Journal of Modern Methods in Numerical Mathematics, Vol. 1, no. 1 (2010), 12-26
  • S. Dixit, R. K. Pandey, S. Kumar and Om P. Singh, “Solution of the generalized Abel integral equation by using almost Bernstein operational matrix”, American Journal of Computational Mathematics, Vol. 1, Issue 4, 226-234, 2011
  • S. Dixit and Om P. Singh, “A stable algorithm for numerical inversion of system of generalized Abel integral equations”, Journal of Advanced Research in Scientific Computing, Vol. 3, Issue 4, 25-36, 2011
  • Sunil Kumar, Om P. Singh and S. Dixit, “An analytic algorithm for generalized Abel integral equation”, Applied Mathematical Sciences, Vol. 5, no. 5 (2011), 223-232
  • Sunil Kumar, Om P. Singh and S. Dixit, “Generalized Abel Inversion Using Homotopy Perturbation Method”, Applied Mathematics, Vol. 2, No. 2, 254-257, 2011
  • Sunil Kumar, Om P. Singh and S. Dixit, “Homotopy Perturbation Method for Solving System of Generalized Abel’s Integral Equations”, Applications and Applied Mathematics, Vol. 5, no.10, 2010