Uttar Pradesh Textile Technology Institute (UPTTI) Formerly Known as Goverment Central Textile Institute (GCTI)

Chandra Shekher Singh

Assistant Professor

Area of Interest:

 Chandra Shekher Singh

  Basic Sciences and Humanities

 9450928806

 shekher.bhu@gmail.com

Associate Professor

Academic Qualification

Sr. Degree University/Board Year of Completion Subject
1 P.hd. IIT(BHU), Varanasi 2016 Mathematics
2 M. Sc. Udai PrtapAutonomous College, Varanasi 2009 Mathematics
3 B. Sc. CH. Charan Singh University, Meerut 2007 Mathematics, Physics, Chemistry
Associate Professor

Teaching Experience

  • Teaching Assistant in Department of Mathematical Sciences, IIT (BHU): From July 2012 to March 2016.

Academic Achievements:

  • CSIR-NET (Mathematical Science) June, 2011.
  • Chandra S Singh, Ram K Pandey, Vipul K Baranwal and Om P Singh. “Semi-analytic algorithms for the electrohydrodynamic flow equation’’Journal of Theoretical and Applied Physics, 2012,6:45.
  • C.S. Singh, Harendra Singh “Stable Numerical Solutions of Fractional Partial Differential Equations Using Legendre Scaling Functions Operational Matrix’’. Ain Shams Engineering Journal, Elsevier (2016).
  • Chandra Shekher Singh, “Harendra Singh, Vineet Kumar Singh, Om P. Singh. “Fractional Order Operational Matrix Methods for Fractional Singular Integro-Differential Equation’’. Applied Mathematical Modelling, Elsevier (2016).
  • C. S. Singh, J.K. Sahoo. ‘’Mess-Less Numerical Scheme Based on Matrices for Integro-Differential Equation’’. Nov7-8, 2016, ICCPMA.
  • Chandra Shekher Singh, Harendra Singh. “A reliable method based on second kind Chebyshev polynomial for the fractional model of Bloch equation’’. Alexandria Engineering Journal, July 10, 2017.
  • C.S. Singh, Harendra Singh, Devendra Kumar, Jagdev Singh, “ A Reliable Numerical Algorithm for the Fractional Klein-Gordon Equation’’. Engineering Transactions, 67(1): 1–14, 2019.
  • C.S. Singh, Harendra Singh, Somveer Singh and Devendra Kumar, “An efficient computational method for solving system of nonlinear generalized Abel integral equations arising in astrophysics’’. Physica A(Accepted-2019).
  • Chandra Shekher Singh. “Numerical methods for solving System of Generalised Abel Integral Equations by operational matrices’’. Nonlinear Analysis Differential Equation.
  • C.S. Singh, R.K. Pandey, Om. P. Singh. “An Approximate Method for Solving Nonlinear System of Fractional Differential Equations”. Applied Mathematics Computation (Elsevier).
  • Wavelets and its Applications, PDPM Indian Institute of Information Technology, Design and Manufacturing Jabalpur.