Mathematical Modelling, Fractional Calculus, Numerical Analysis, Control Theory, Electrical Circuits, Nonlinear dynamics, Machine Learning

[1] M. F. Uddin, M. G. Hafez, and S. A. Iqbal, “Dynamical plane wave solutions for the Heisenberg model of ferromagnetic spin chains with beta derivative evolution and obliqueness,” Heliyon, p. e09199, Mar. 2022, doi 10.1016/j.heliyon.2022.e09199.
[2] S. A. Iqbal, and M. G. Hafez, Y.-M. Chu, C. Park, “DYNAMICAL ANALYSIS OF NONAUTONOMOUS RLC CIRCUIT WITH THE ABSENCE AND PRESENCE OF ATANGANA-BALEANU FRACTIONAL DERIVATIVE,” Journal of Applied Analysis & Computation, vol. 12(2), pp. 770–789, 2022, doi 10.11948/20210324.
[3] S. A. Iqbal, “Fractional Dynamical Analysis of One Dimensional Electrical Transmission Line,” Aug. 2021. doi 10.1109/icsct53883.2021.9642702.
[4] S. A. Iqbal, “Soliton Solutions Discrete Dynamical Analysis of Nonlinear Vacuum Diode throughout the Discharging Capacitor,” Jul. 2021. doi 10.1109/acmi53878.2021.9528137.
[5] S. A. Iqbal, et al., “Bifurcation analysis with chaotic motion of oblique plane wave for describing a discrete nonlinear electrical transmission line with conformable derivative,” Results in Physics, 2020, doi 10.1016/j.rinp.2020.103309.
[6] S. A. Iqbal, et al., “Oblique plane waves with bifurcation behaviors and chaotic motion for resonant nonlinear Schrodinger equations having fractional temporal evolution,” Results in Physics, 2019, doi 10.1016/j.rinp.2019.102778.
[7] S. A. Iqbal, et al., “Bengali character based digital clock using 8×8 dot matrix display,” 2015. doi 10.1109/iceeict.2015.7307383.
[8] S. A. Iqbal, Studies On Einstein’s Field Equations And Cosmological Constant Exact solution of Einstein’s Equations. 2014.
[9] S. A. Iqbal, M. G. Hafez, and M. F. Uddin, “Bifurcation features, chaos, and coherent structures for one-dimensional nonlinear electrical transmission line,” Computational and Applied Mathematics, vol. 41, no. 1, Jan. 2022, doi 10.1007/s40314-021-01753-7.
[10] S. A. Iqbal and M. G. Hafez, “Dynamical Analysis of Nonlinear Electrical Transmission Line through Fractional Derivative,” Dec. 2020. doi 10.1109/iccit51783.2020.9392656.
[11] M. G. Hafez, S. A. Iqbal, Asaduzzaman, and Z. Hammouch, “Dynamical behaviors and oblique resonant nonlinear waves with dual-power law nonlinearity and conformable temporal evolution,” Discrete & Continuous Dynamical Systems - S, vol. 0, no. 0, p. 0, 2021, doi 10.3934/dcdss.2021058.

[1] S.A. Iqbal et al., Implementing Machine learning through the Neural Network for the Time Delay SIR Epidemic model for the Future Forecast. International Conference on Big Data, IoT and Machine Learning 2021 (BIM 2021), Publication Partner Taylor & Francis, Accepted.
[2] S.A.Iqbal et al., Bifurcation analysis and chaotic motion of traveling wave for describing a discrete nonlinear electrical transmission line with beta fractional temporal evolution, 2019. International Conference in conjunction with the 15th Biennial conference of Indian Society of Industrial and Applied Mathematics - ICISIAM 2019, Coimbatore, India.
[3] S.A.Iqbal et al., Investigation of shock wave excitation and solution in unmagnetized plasmas with beta fractional evolution, 2019. International Conference in conjunction with the 15th Biennial conference of Indian Society of Industrial and Applied Mathematics – ICISIAM 2019, Coimbatore, India.
[4] S.A.Iqbal et al., Optical plane waves solution with bifurcation behaviors and chaotic motion for resonant time-fractional nonlinear Schrdinger equation having Karr law nonlinearity, ICPSDT 2019. INTERNATIONAL CONFERENCE ON PHYSICS FOR SUSTAINABLE DEVELOPMENT AND TECHNOLOGY(ICPSDT), CUET, December 18 -19, 2019, Bangladesh.