| Description |
| (28) M. S. Shabbir, Q. Din, R. Alabdan, et al., Dynamical complexity in a class of novel discrete-time predator-prey interaction with cannibalism, IEEE Access, 8(2020), 100226 – 100240, IF=4.098 |
| (27) M. B. Ajaz, U. Saeed, Q. Din, I. Ali, M. I. Siddiqui, Bifurcation analysis and chaos control in discrete-time modified Leslie–Gower prey harvesting model, Advances in Difference Equations, 2020(1)(2020): 45, IF=2.421 |
| (26) Q. Din, W. Ishaque, Bifurcation analysis and chaos control in discrete-time eco–epidemiological models of pelicans at risk in the Salton Sea, International Journal of Dynamics and Control, 8(2020), 132-148. |
| (25) X. Ma, Q. Din, M. Rafaqat, N. Javaid, Y. Feng, A density-dependent host-parasitoid model with stability, bifurcation and chaos control, Mathematics, 8(2020): 536, IF= 1.747 |
| (24) M. Shakeel, M. Asad Iqbal, Q. Din, Q. Mahmood-Ul- Hassan, K. Ayub, New exact solutions for coupled nonlinear system of ion sound and Langmuir waves, Indian Journal of Physics, 94 (2020), 885–894, IF=1.242 |
| (23) A. A. Elsadany, Q. Din, S. M. Salman, Qualitative properties and bifurcations of discrete-time Bazykin-Berezovskaya predator-prey model, International Journal of Biomathematics, 13(06)(2020): 2050040, IF=1.085 |
| (22) Y. Lin, Q. Din, M. Rafaqat, et al., Dynamics and chaos control for a discrete-time Lotka-Volterra model, IEEE Access, 8(2020), 126760-126775, IF=4.098 |
| (21) M. S. Shabbir, Q. Din, K. Ahmad, et al., Bifurcation and chaos control of a novel discrete-time model involving Allee effect and cannibalism, Advances in Difference Equations, 2020(2020), 379, IF=2.421 |
| (20) Z. Chen, Q. Din, M. Rafaqat, et al., Discrete-time predator-prey interaction with selective harvesting and predator self-limitation, Journal of Mathematics, 2020(2020): 6737098, IF=0.712 |
| (19) Q. Din, K. Haider, Discretization, bifurcation analysis and chaos control for Schnakenberg model, Journal of Mathematical Chemistry, 58(8)(2020), 1615-1649, IF=2.357 |
| (18) Q. Din, N. Saleem, M. S. Shabbir, A class of discrete predator-prey interaction with bifurcation analysis and chaos control, Mathematical Modelling of Natural Phenomena, 15(2020): 60, IF=4.157 |
| (17) A. Tassaddiq, M. S. Shabbir, Q. Din, et al., A ratio-dependent nonlinear predator-prey model with certain dynamical results, IEEE Access, 8(2020), 195074-195088, IF=4.098 |
| (16) S. S. Zhou, H. Jahanshahi, Q. Din, et al., Discrete-time macroeconomic system: Bifurcation analysis and synchronization using fuzzy-based activation feedback control, Chaos, Solitons & Fractals, 142(2021): 110378, IF= 5.944 |
| (15) U. Saeed, Mujeeb ur Rehman, K. Javed, Q. Din, S. Haider, Fractional Gegenbauer wavelets operational matrix method for solving nonlinear fractional differential equations, Mathematical Sciences, 15(2021), 83-97, IF=1.986 |
| (14) Q. Din, A. M. Yousef, A. A. Elsadany, Stability and bifurcation analysis of a discrete singular bioeconomic system, Discrete Dynamics in Nature and Society, 2021(2021): 6679161, IF=1.348 |
| (13) Q. Din, W. Ishaque, M. A. Iqbal, U. Saeed, Modification of Nicholson-Bailey model under refuge effects with stability, bifurcation and chaos control, Journal of Vibration and Control, (2021), https://doi.org/10.1177/10775463211034021, IF=3.096 |
| (12) M. Taj, M. A. Khadimallah, M. Hussain, Y. Rashid, W. Ishaque, S. R. Mahmoud, Q. Din, et al., Discretization and bifurcation analysis of tumor immune interaction in fractional form, Advances in Nano Research, 10(4)(2021), 359-371, IF=13.052 |
| (11) W. Ishaque, Q. Din, M. Taj, Mutual interference and its effects on searching efficiency between predator-prey interaction with bifurcation analysis and chaos control, Journal of Vibration and Control, (2021), https://doi.org/10.1177/10775463211056475, IF=3.096 |
| (10) M. Ozair, Q. Din, T. Donchev, T. Hussain, Stability, control and discretization for a smoking model, Journal of the National Science Foundation of Sri Lanka, 49(1)(2021), 25 – 38, IF=0.515 |
| (9) Q. Din, M. I. Khan, A discrete-time model for consumer-resource interaction with stability, bifurcation and chaos control, Qualitative Theory of Dynamical Systems,20(2) (2021), 1-35, IF=1.419 |
| (8) Q. Din, Dynamics and chaos control for a novel model incorporating plant quality index and larch budmoth interaction, Chaos, Solitons & Fractals, 153(2021): 111595, IF=5.944 |
| (7) Q. Din, M. S. Shabbir, M. A. Khan, A Cubic Autocatalator Chemical Reaction Model with Limit Cycle Analysis and Consistency Preserving Discretization, MATCH Communications in Mathematical and in Computer Chemistry, 87(2)(2022), 441-462, IF=2.497 |
| (6) Q. Din, Dynamics and Hopf Bifurcation of a Chaotic Chemical Reaction Model, MATCH Communications in Mathematical and in Computer Chemistry, 88(2)(2022), 351-369, IF=2.497 |
| (5) EM Elsayed, Q. Din, NA Bukhary, Theoretical and numerical analysis of solutions of some systems of nonlinear difference equations, AIMS Mathematics, 7(8)(2022): 15532-15549, IF=2.739 |
| (4) A. Tassaddiq, M. S. Shabbir, Q. Din, H. Naaz, Discretization, bifurcation, and control for a predator–prey model, Fractal and Fractional, 6(1)(2022): 31, IF=3.313
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| (3) U. Saeed, S. Idrees, K. Javed, Q. Din, Krawtchouk wavelets method for solving Caputo and Caputo–Hadamard fractional differential equations, Mathematical Methods in the Applied Sciences, (2022), in press, DOI: 10.1002/mma.8452, IF=2.321 |
| (2) Q. Din, MA Zulfiqar, Qualitative behavior of a discrete predator-prey system under fear effects, Zeitschrift fur Naturforschung A, (2022), DOI: 10.1515/ZNA-2022-0129, IF=1.712 |
| (1) Q. Din, Complex dynamical behavior and control of a discrete ecological model, Journal of Vibration and Control, (2022), in press, IF=2.633 |
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