Associate Professor Department of Mathematics and Statistics
giriraj.methi@jaipur.manipal.edu
911413999100( Exten. 584)
PHD, UNIVERSITY OF RAJASTHAN, 2011
M.SC, UNIVERSITY OF RAJASTHAN, 1998
B.SC,UNIVERSITY OF RAJASTHAN, 1996
Differential
equations
Fractional partial and delay differential equations
Modelling and
Numerical methods
Invited talk in International conference on differential equations and applications from at Centrale Supélec in Gif-sur-Yvette, Paris, France.
Invited talk on historical development of differential equations as resource person in National workshop on historical development of mathematics, organized by Ramniranjan Jhunjhunwala College of Arts, Science & Commerce, Mumbai
Invited talk in 26th International conference of international academy of physical sciences, Mahatma Gandhi University, Kottayam, Kerala"
Dept.
Ph.D. Coordinator
Life member of Ramanujan Mathematical Society
Life member of International Academy of Physical Sciences
Life member of Indian Mathematical Society
Life Member of Indian Society of Biomechanics
Life member of International Association of Engineers
Life member of Indian Society of Industrial and Applied mathematics
G. Methi , S. Yadav. Application of fractional differential transform method and Bell polynomial for solving system of fractional delay differential equations", Partial Differential Equations in App. Math. Vol.12, pp.1-10, Dec. 2024
G.Methi, R.Agarwal, B.Hazarika, "Application of generalized Haar wavelet technique on simultaneous delay differential equations", J. Computational and Applied Math. Vol.449, no.15, pp.1-14, Oct. 2024
G.Methi, R.Agarwal, S. Tikare, " Solution of delay differential equations with sinusoidally modulated time varying delay," J.Nonlinear Convex Ana. Vol.25, no.9, pp.2083-2094, Sept. 2024
G.Methi, R.Agarwal, A.Kumar, S. Tikare, " Applications of differential transform and Bell polynomials to various types of differential equations," J.Nonlinear Convex Ana. Vol.24, no.9, pp.1967-1976, Sept. 2023
G.Methi, A.Kumar, J.Rebenda, "Applications of the differential transformation to three-point singular boundary value problems for ordinary differential equations; Journal of Mathematics and Computer Science; vol. 29, no. 1, pp. 73-89, 2023