Profile of Dr. Md. Tarikul Islam

Dr. Md. Tarikul Islam
Professor
Department of Mathematics (MAT)
Faculty of Science
Hajee Mohammad Danesh Science & Technology University, Dinajpur.
E-mail: tarikul_hstu@yahoo.com
Mobile: +8801712778072
CAREER OBJECTIVE
- Knowledge creation, dissemination and preservation
RESEARCH INTEREST
- Nonlinear partial differential equations of fractional order as well as integer order
EDUCATION
- PhD in Applied Mathematics, 2021
University of Rajshahi, Rajshahi, Bangladesh
- M.Sc. (Thesis) in the discipline of pure mathematics, 2004
University of Rajshahi, Rajshahi, Bangladesh
- B.Sc. (Hons) in the discipline of pure mathematics, 2003
University of Rajshahi, Rajshahi, Bangladesh
PUBLICATIONS
Journal Papers
A. Haque, M.T. Islam, M.S. Osman and M.A. Akbar. Analysis of the propagation of nonlinear waves arise in the Heisenberg ferromagnetic spin chain. Opt. Quant. Elect., 56, 1318 (2024).
M.T. Islam, T. Rahman, M. Inc and M.A. Akbar. Comprehensive soliton solutions of fractional stochastic Kraenkel-Manna-Merle equations in ferromagnetic materials. J. Opt. Quant. Elect., 56, 927 (2024).
M.T. Islam, H. Alsaud, T. Rahman and M. Inc. Exclusive soliton solutions arise in mono-mode optical fiber connecting to nonlinear Fokas system. J. Opt. Quant. Elect., 56, 753 (2024).
M.T. Islam, T.R. Sarkar, F.A. Abdullah and J.F.G. Aguilar. Distinct optical soliton solutions to the fractional Hirota Maccari system through two separate strategies. Optik, 300, 171656 (2024).
M.T. Islam, S. Sarkar, H. Alsaud and M. Inc. Distinct wave profiles relating to a coupled of Schrödinger equations depicting the modes in optics. J. Opt. Quant. Elect., 56, 492 (2024).
M. T. Islam, T. R. Sarkar, F. A. Abdullah and J. F. G. Aguilar. Characteristics of dynamic waves in incompressible fluid regarding nonlinear Boiti-Leon-Manna-Pempinelli model. Phys. Scr., 98, 085230 (2023).
M. T. Islam, S. Ryehan, F. A. Abdullah and J. F. G. Aguilar. The effect of Brownian motion and noise strength on solutions of stochastic Bogoyavlenskii model alongside conformable fractional derivative. Optik, 287, 171140 (2023).
M. A. Akbar, F. A. Abdullah, M. T. Islam, M. A. Al-Sharif and M. S. Osman. New solutions of the soliton type of shallow water waves and superconductivity models. Res. Phys., 44 106180 (2023).
M. T. Islam, M. A. Akter, J. F. G. Aguilar, M. A. Akbar and E. P. Careta. Innovative and diverse soliton solutions of the dual core optical fiber nonlinear models via two competent techniques. J. Nonlin. Opt. Phys. Mat., 32(04), 2350037 (2023).
F. A. Abdullah, M. T. Islam, J. F. G. Aguilar and M. A. Akbar. Impressive and innovative soliton shapes for nonlinear Konno-Oono system relating to electromagnetic field. J. Opt. Quant. Elect., 55, 69 (2022).
M. T. Islam, F. A. Abdullah, J. F. G. Aguilar. A variety of solitons and other wave solutions of a nonlinear Schrödinger model relating to ultra-short pulses in optical fibers. J. Opt. Quant. Elect., 54, 866 (2022).
M. T. Islam, F. A. Abdullah and J. F. G. Aguilar. New fascination of solitons and other wave solutions of a nonlinear model depicting ultra-short pulses in optical fibers. J. Opt. Quant. Elect., 54, 805 (2022).
M. T. Islam, M. A. Akter, J. F. G. Aguilar, M. A. Akbar and J. T. Jiménez. A novel study of the nonlinear Kadomtsev-Petviashvili-modified equal width equation describing the behavior of solitons. J. Opt. Quant. Elect., 54, 725 (2022).
M. T. Islam, M. A. Akter, S. Ryehan, J. F. G. Aguilar and M. A. Akbar. A variety of solitons on the oceans exposed by the Kadomtsev Petviashvili-modified equal width equation adopting different techniques. J. Ocean Eng. Sci., https://doi.org/10.1016/j.joes.2022.07.001.
M. T. Islam, M. A. Akter, J. F. G. Aguilar, M. A. Akbar and E. P. Careta. Novel optical solitons and other wave structures of solutions to the fractional order nonlinear Schrodinger equations. J. Opt. Quant. Elect., 54, 520 (2022).
M. T. Islam, M. A. Akber, H. Rezazadeh and A. Bekir. New-fashioned solitons of coupled nonlinear Maccari systems describing the motion of solitary waves in fluid flow. J. Ocean Eng. Sci., https://doi.org/10.1016/j.joes.2022.03.003.
A. Yokuş, H. Durur, S. Duran and M T. Islam. Ample felicitous wave structures for fractional foam drainage equation modeling for fluid-flow mechanism. Comput. Appl. Math., 41 (4), 174 (2022).
M. T. Islam, M. A. Akter, J. F. G. Aguilar and M. A. Akbar. Novel and diverse soliton constructions for nonlinear space-time fractional modified Camassa-Holm equation and Schrodinger equation. J. Opt. Quant. Elect., 54, 227 (2022).
M. T. Islam, M. A. Akbar, H. Ahmad and O. A. Ilhan. Diverse and novel soliton structures of coupled nonlinear Schrodinger type equations through two competent techniques. Mod. Phys. Lett. B, 36(11), 2250004 (2022).
M. T. Islam, M. A. Akbar and H. Ahmad. Diverse optical soliton solutions of the fractional coupled (2+1)-dimensional nonlinear Schrodinger equations. J. Opt. Quant. Elect., 54 (2), 129, 1-23 (2022).
M. T. Islam, M. A. Akbar, J. F. G. Aguilar, E. Bonyah, G. F. Anaya. Assorted soliton structures of solutions for fractional nonlinear Schrodinger types evolution equations. J. Ocean Eng. Sci., 7, 528-535 (2022).
M. T. Islam and M. A. Akter. Soliton types wave solutions to fractional order nonlinear evolution equations arise in mathematical physics. Int. J. Pur. Appl. Math. Res., 1(1), 34-47 (2021).
M. T. Islam, J. F. G. Aguilar, M. A. Akbar and G. F. Anaya. Diverse soliton structures for fractional nonlinear Schrodinger equation, KdV equation and WBBM equation adopting a new technique. J. Opt. Quant. Elect., 53(12) 669 (2021).
M. T. Islam, M. A. Akbar, O. Guner and A. Bekir. Apposite solutions to fractional nonlinear Schrodinger-type evolution equations occurring in quantum mechanics. Mod. Phys. Lett. B, 35(30), 2150470 (2021).
M. T. Islam, M. A. Akter, J. F. G. Aguilar and J. T. Jimenez. Further innovative optical solutions of fractional nonlinear quadratic-cubic Schrodinger equation via two techniques. J. Opt. Quant. Elect., 53(10), 1-19 (2021).
M. N. Nahar, M. T. Islam and D. B. Kar. Wave structures for nonlinear Schrodinger types fractional partial differential equations arise in physical sciences. Eng. Int., 9(2), 101-110 (2021).
M. Jannah, M. T. Islam and M. A. Akter. Explicit travelling wave solutions to nonlinear partial differential equations arise in mathematical physics and engineering. J. Eng. Adv., 2, 58-63 (2021).
M. T. Islam, M. E. Islam and M. A. Akbar. Searching closed form analytic solutions to some nonlinear fractional wave equations. Arab J. Basic Appl. Sci., 28, 64-72 (2021).
M. T. Islam and M. A. Akter. Distinct solutions of nonlinear space-time fractional evolution equations appearing in mathematical physics via a new technique. Partial Diff. Eq. Appl. Math., 3, 100031 (2021).
M. T. Islam and M. A. Akter. Further fresh and general traveling wave solutions to some fractional order nonlinear evolution equations in mathematical physics. Arab J. Math. Sci., 26(1/2), (2020).
M. A. Akbar, N. H. M. Ali and M. T. Islam. Multiple closed form solutions to some fractional order nonlinear evolution equations in physics and plasma physics. AIMS Math., 4(3), 397–411, (2019).
M. T. Islam, M. A. Akbar and M. A. K. Azad. Closed-form traveling wave solutions to the nonlinear space-time fractional coupled Burgers equation. Arab J. Basic Appl. Sci., 26(1), 1-11 (2019).
M. T. Islam, M. A. Akbar and M. A. K. Azad. Traveling wave solutions in closed form for some nonlinear fractional evolution equations related to conformable fractional derivative. AIMS Math., 3(4), 625–646 (2018).
M. T. Islam, M. A. Akbar and M. A. K. Azad. The exact traveling wave solutions to the nonlinear space-time fractional modified Benjamin-Bona-Mahony equation. J. Mech. Cont. & Math. Sci., 13(2), 56-71 (2018).
M. T. Islam, M. A. Akbar and A. K. Azad. Traveling wave solutions to some nonlinear fractional partial differential equations through the rational (G'/G)-expansion method. J. Ocean. Eng. Sci., 3, 76-81 (2018).
M. T. Islam, M. A. Ali and M. R. Hasan. Closed form wave solutions to the nonlinear partial differential equations via the rational -expansion method. Int. J. Res. Appl. Sci. Eng. Tech., 6(2), (2018).
M. T. Islam, M. A. Akbar and A. K. Azad. Multiple closed form wave solutions to the KdV and modified KdV equations through the rational (G'/G)-expansion method. J. A. A. U. B. Appl. Sci., 24, 160-168, (2017).
M. T. Islam, M. M. Rashid, M. K. Jaman and M. M. Islam. Study on semi prime gamma rings. J. B. R. P, 8(4), 235-238 (2013).
M. T. Islam, M. K. Jaman, M. M. Islam and M. M. Rashid. Study on completely prime gamma rings. J. B. R. P, 8(4), 223-226 (2013).
A. C. Paul and M. T. Islam. Jordan homomorphisms of two torsion free prime gamma rings. Antarctica J. Math., 9 (2), 169-183 (2012).
M. Rashid, K. Hassan, M. Islam, M. K. Jaman and M. T. Islam. Direct numerical simulation of turbulent heat transfer in pipe flows with various. Prandtl Numbers, Adv. Natural Appl. Sci., 6(2), 241-248 (2012).
M. M. Islam, M. M. Hossain, M. T. Islam, M. A. Ali and M. F. Rabbi. Studies of Effect of Atom Positions on The Neutron Diffraction Intensities. J. Innov. Dev. Strategy 5(1), 38-43 (2011).
M. M. Islam, M. M. Hossain, M. S. Islam, M. T. Islam and A. A Mamun. Selection of Suitable Monochromator & Neutron Wavelength for TAS at Aere. J. Innov. Dev. Strategy 5(1), 44-49 (2011).
M. Rashid, A. B. M. A. Kaish, M. M. Islam and M. T. Islam. Numerical simulation of incompressible flows in one-sided lid-driven square cavity by finite element method. J. Innov. Dev. Strategy 5(3), 114-119 (2011).
A. C. Paul and M. T. Islam. Jordan homomorphisms of gamma rings. J. J. Math. And Math. Sci., 26, 109-122 (2011).