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مواقع أعضاء هيئة التدريس

كل ما تحتاجه من أستاذك… في مكان واحد

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Prof.Amr Refat Torky Elsonbaty

PhD in Engineering Mathematics 2015 Professor College of Science and Humanity Studies in Alkharj
  • Kharj
  • 011-588-8888
  • a.elsonbaty@psau.edu.sa
  • Curriculum Vitae
  • Publications

Education

  • M.Sc. in Engineering Mathematics, 2011. Faculty of Engineering, Mansoura University, Egypt.

  • B.Sc., Electronics and Communications Engineering, 2006 Faculty of Engineering, Mansoura University, Egypt

  • PhD in Engineering Mathematics, 2015. Faculty of Engineering, Mansoura University, Egypt.

Research Interests

  • (1) Analysis of dynamic behaviors of new optical chaos generators based on vertical cavity surface emitting laser (VCSEL) diodes and metal cladding nanolasers.
  • (2) Optical chaos-based secure systems and novel chaotic-based modulation and encryption techniques in optical communication system.
  • (3) Ultra-fast physical random number generators based on optical chaos.
  • (4) Dynamical behaviors of fractional order nonlinear circuits and systems.
  • (5) Analysis of global and local bifurcations of epidemics, biological, geophysical and electrical systems.
  • (6) Nonlinear Dynamics of complex networks.

Experience

  • 2026 - until now - Professor - PSAU

Publications

  • 1. Elsonbaty, Amr, and A. El-Mesady. "Fractional-order model for two-strain monkeypox virus: Analytical and numerical insights with optimal control strategies." Partial Differential Equations in Applied Mathematics (2025): 101229.‏
  • 2. Elsonbaty, Amr, Tareq M. Al-shami, and A. El-Mesady. "Unveiling the dynamics of meningitis infections: a comprehensive study of a novel fractional-order model with optimal control strategies." Boundary Value Problems 2025.1 (2025): 48.‏
  • 3. Aldurayhim, Abdullah, Badriah Alahmed, and Amr Elsonbaty. "Reaction diffusion systems for living on an isolated Island." Journal of Taibah University for Science 19.1 (2025): 2510712.
  • 4. Sabbar, Yassine, Waleed Adel, and Amr Elsonbaty. "Enhanced Analysis of General Noncontinuous Stochastic Epidemic Model With Vaccination: A Novel Framework and Practical Application to COVID‐19 in Saudi Arabia." Mathematical Methods in the Applied Sciences 48.6 (2025): 6734-6748.‏
  • 5. Elsonbaty, Amr, et al. "Nonlinear dynamics and optimal control of a fractional order cotton leaf curl virus model incorporating climate change influences." Partial Differential Equations in Applied Mathematics 10 (2024): 100727.‏
  • 6. Elsonbaty, Amr, and Abdelalim A. Elsadany. "Fractional-order pro-tumor and anti-tumor macrophages model: Dynamical analysis and optimal control." Partial Differential Equations in Applied Mathematics 10 (2024): 100686.‏
  • 7. Elsonbaty, Amr, Alharbi, M., El-Mesady, A., & Adel, W. Dynamical analysis of a novel discrete fractional lumpy skin disease model. Partial Differential Equations in Applied Mathematics. 2024; 9: 100604.‏‏
  • 8. Adel, W., Srivastava, H. M., Izadi, M., Elsonbaty, Amr, & El-Mesady, A. (2024). Dynamics and numerical analysis of a fractional-order toxoplasmosis model incorporating human and cat populations. Boundary Value Problems, 2024(1), 152.‏
  • 9. Elwakil A.S., Allagui A., El-Mesady A., Elsonbaty A., Majzoub S., Maundy B.J. Chaos in Inter-State-Controlled RLC Networks (2024) IEEE Transactions on Circuits and Systems II: Express Briefs, 71 (1), pp. 470 – 474.
  • 10. Elsonbaty A., Alharbi M., El-Mesady A., Adel W. Dynamical analysis of a novel discrete fractional lumpy skin disease model (2024) Partial Differential Equations in Applied Mathematics, 9, art. no. 100604.
  • 11. Elsonbaty A., Adel W., Sabbar Y., El-Mesady A. Nonlinear dynamics and optimal control of a fractional order cotton leaf curl virus model incorporating climate change influences (2024) Partial Differential Equations in Applied Mathematics, 10, art. no. 100727.
  • 12. Singh A., Parwaliya A., Kumar A., Elsonbaty A., Elsadany A.A. Complex Dynamics and Bifurcations Analysis of Discrete-Time Modified Leslie-Gower System (2024) New Mathematics and Natural Computation, 20 (3), pp. 857 – 882.
  • 13. Adel W., Elsonbaty A., Mahdy A.M.S. On some recent advances in fractional order modeling in engineering and science (2024) Computation and Modeling for Fractional Order Systems, pp. 169 – 197.
  • 14. Elsonbaty A., Adel W., Aldurayhim A., El-Mesady A. Mathematical modeling and analysis of a novel monkeypox virus spread integrating imperfect vaccination and nonlinear incidence rates (2024) Ain Shams Engineering Journal, 15 (3), art. no. 102451.
  • 15. Prem Kumar R., Basu S., Santra P.K., Elsadany A.A., Elsonbaty A., Mahapatra G.S., Al-khedhairi A. Global stability and sensitivity analysis of parameters of Omicron variant epidemic in diverse susceptible classes incorporating vaccination stages (2024) Soft Computing, 28 (6), pp. 4689 – 4713.
  • 16. El-Mesady A., Elsadany A.A., Mahdy A.M.S., Elsonbaty A. Nonlinear dynamics and optimal control strategies of a novel fractional-order lumpy skin disease model (2024) Journal of Computational Science, 79, art. no. 102286.
  • 17. Elsonbaty A., Elsadany A.A. Fractional-order pro-tumor and anti-tumor macrophages model: Dynamical analysis and optimal control (2024) Partial Differential Equations in Applied Mathematics, 10, art. no. 100686.
  • 18. Alaoui A.L., Elsonbaty A., Sabbar Y., Moumni M., Adel W. Exploring stability characteristics of the Landau–Lifshitz–Bloch equation (2024) Partial Differential Equations in Applied Mathematics, 9, art. no. 100636.
  • 19. El-Mesady A., Elsonbaty A., El-Shafai W., Kamal F.M. Novel competitive fractional chaotic circuits interaction networks with hierarchical structure and encryption application (2024) Physica Scripta, 99 (6), art. no. 065507.
  • 20. El-Mesady A., Aldakhil A., Elsonbaty A. On nonlinear dynamical analysis of a fractional-order two-strains Nipah virus model (2024) Partial Differential Equations in Applied Mathematics, 11, art. no. 100900.
  • 21. Global stability and sensitivity analysis of parameters of Omicron variant epidemic in diverse susceptible classes incorporating vaccination stages, Soft Computing, 1-25, 2023.
  • 22. Mathematical modeling and analysis of a novel monkeypox virus spread integrating imperfect vaccination and nonlinear incidence rates, Ain Shams Engineering Journal, 102451, 2023
  • 23. Investigating the dynamics of a novel fractional-order monkeypox epidemic model with optimal control, Alexandria Engineering Journal 73, 519-542, 2023.
  • 24. On spatio-temporal dynamics of COVID-19 epidemic 𝑆𝐸_1𝐸_2𝐼_1𝐼_2𝑅𝑆 model incorporating virus mutations and vaccinations effects, Electronic Journal of Mathematical Analysis and Applications 11 (2), 1-31, 2023.
  • 25. Exact Optical Solitons for Generalized Kudryashov’s Equation by Lie Symmetry Method, Journal of Mathematics 2023.
  • 26. On dynamics of 4-D blinking chaotic system and voice encryption application, Alexandria Engineering Journal 70, 701-718, 2023.
  • 27. On forecasting of COVID-19 transmission in Saudi Arabia and Egypt using reservoir computing model, Alexandria Engineering Journal 70, 115-131, 2023.
  • 28. Codimension-one and-two bifurcation analysis of a discrete-time prey-predator model, International Journal of Dynamics and Control, 1-15, 2023.
  • 29. Nonlinear Dynamics in the Coupled Fractional-Order Memristor Chaotic System and Its Application in Image Encryption, Mathematical Problems in Engineering 2023.
  • 30. Image encryption and watermarking in ACO-OFDM-VLC system employing novel memristive hyperchaotic map, Soft Computing 27 (8), 4521-4542, 2023.
  • 31. On Reservoir Computing Approach for Digital Image Encryption and Forecasting of Hyperchaotic Finance Model, Fractal and Fractional 7 (4), 282, 2023
  • 32. Fixed Points for (ξ, ω)-Weakly Cyclic Type Generalized Contraction Condition in Metric Spaces with an Application. Mathematics, 11(1) 2023, 166.‏
  • 33. On nonlinear dynamics of a fractional order monkeypox virus model. Chaos, Solitons & Fractals, 164, 2022, 112716.‏
  • 34. Ghosh, D., Santra, P. K., Mahapatra, G. S., Elsonbaty, A., & Elsadany, A. A. (2022). A discrete-time epidemic model for the analysis of transmission of COVID19 based upon data of epidemiological parameters. The European Physical Journal Special Topics, 1-10.‏
  • 35. Elsonbaty, A., Elsadany, A., & Kamal, F. (2022). On Discrete Fractional Complex Gaussian Map: Fractal Analysis, Julia Sets Control, and Encryption Application. Mathematical Problems in Engineering, 2022.‏
  • 36. Elsonbaty, A., Allagui, A., & Elwakil, A. S. (2022). Extended Instantaneous Spectral Analysis (E-ISA) for Advanced Signal Processing. IEEE Transactions on Instrumentation and Measurement, 71, 1-10.‏
  • 37. Al-Khedhairi, A., Elsadany, A. A., & Elsonbaty, A. (2022). On the Dynamics of a Discrete Fractional-Order Cournot–Bertrand Competition Duopoly Game. Mathematical Problems in Engineering, 2022.‏
  • 38. On exact solutions of fractional differential-difference equations with Ψ-Riemann–Liouville derivative, Accepted in International Journal of Nonlinear Sciences and Numerical Simulation
  • 39. On Ghost Attractor in Blinking Chaotic MVD Memristor-Based Circuit and its Application, 2021, IEEE Access 9, 168026-168041
  • 40. ELSONBATY, A., SABIR, Z., RAMASWAMY, R., & ADEL, W. DYNAMICAL ANALYSIS OF A NOVEL DISCRETE FRACTIONAL SITRS MODEL FOR COVID-19 Fractals, Vol. 29, No. 8 (2021) 2140035.
  • 41. ALDURAYHIM, A., AA ELSADANY, and A. ELSONBATY. "ON DYNAMIC BEHAVIOR OF A DISCRETE FRACTIONAL-ORDER NONLINEAR PREY–PREDATOR MODEL." Fractals, Vol. 29, No. 8 (2021) 2140037.‏
  • 42. Elsonbaty, A. et al., Dynamical Analysis and Encryption Key-Distribution Application of New Q-deformed Reduced Lorenz System, SeMA Journal, (accepted 20/9/2021)
  • 43. Ahmed, N., Elsonbaty, A., Raza, A., Rafiq, M., & Adel, W. Numerical simulation and stability analysis of a novel reaction–diffusion COVID-19 model. Nonlinear Dynamics, (2021) 1-18.‏
  • 44. A Elsonbaty, A. A. Elsadany, On discrete fractional-order Lotka-Volterra model based on the Caputo difference discrete operator, Accepted for publication in Mathematical Sciences in 28/9/2021
  • 45. Sameh Askar, Abdulrahman Al-khedhairi, Amr Elsonbaty and Abdelalim Elsadany, Chaotic Discrete Fractional-Order Food Chain Model and Hybrid Image Encryption Scheme Application, Symmetry, 2021
  • 46. F.M. Kamal, A. Elsonbaty, A. Elsaid, A novel fractional nonautonomous chaotic circuit model and its application to image encryption, Acepted in Chaos, Solitons and Fractals, 2021.
  • 47. N Ahmed, A Elsonbaty, W Adel, D Baleanu, M Rafiq, Stability analysis and numerical simulations of spatiotemporal HIV CD4+ T cell model with drug therapy, Chaos: An Interdisciplinary Journal of Nonlinear Science 30 (8), 083122, 2020.
  • 48. A Aldurayhim, A Elsonbaty, AA Elsadany, Dynamics of diffusive modified Previte-Hoffman food web model, Mathematical Biosciences and Engineering 17 (4), 4225, 2020.
  • 49. A Al-Khedhairi, A Elsonbaty, AA Elsadany, EAA Hagras, Hybrid Cryptosystem Based on Pseudo Chaos of Novel Fractional Order Map and Elliptic Curves, IEEE Access 8, 57733-57748, 2020.
  • 50. A Al-khedhairi, SS Askar, A Elsonbaty, AA Elsadany, Zero-Hopf bifurcation in continuous dynamical systems using multiple scale approach, Ain Shams Engineering Journal, 2020.
  • 51. A Al-khedhairi, AA Elsadany, A Elsonbaty, M odelling immune systems based on Atangana–Baleanu fractional derivative‏, Chaos, Solitons & Fractals 129, 25-39‏, 2019.‏
  • 52. AE Elfiqi, HS Khallaf, SF Hegazy, A Elsonbaty, HMH Shalaby‏, Chaotic Polarization-Assisted L DPSK-MPPM Modulation for Free-Space Optical Communications, IEEE Transactions on Wireless Communications 18 (9), 4225-4237‏, 2019.
  • 53. A Singh, AA Elsadany, A Elsonbaty‏, Complex dynamics of a discrete fractional‐order Leslie‐Gower predator‐prey model‏, Mathematical Methods in the Applied Sciences‏, 2019, DOI: 10.1002/mma.5628
  • 54. MA Khan, A Khan, A Elsonbaty, AA Elsadany‏, Modeling and simulation results of a fractional dengue model, The European Physical Journal Plus 134 (8), 379, 2019‏
  • 55. Exploring further nonlinear dynamics and circuit simulation of a new 4D Lorenz-type hyperchaotic system, Mathematical Problems in Engineering, 2019.
  • 56. A. Elsonbaty, et al., New bright and dark soliton solutions in optical metamaterials with polynomial law nonlinearity, Proc. Ro. Acad. Series A, 20, 37-43, 2019.
  • 57. A. Elsonbaty et al., Dynamical Behaviors of Coupled Memristor-Based Oscillators with Identical and Different Nonlinearities, Mathematical Problems in Engineering, Volume 2018, Article ID 4394058
  • 58. A. Elsonbaty et al., Further analytical bifurcation analysis and application of coupled logistic map, Applied Mathematics and Computation 338 (2018): 314-336.‏
  • 59. A. Elsonbaty, et al., Simultaneous Concealment of Time Delay Signature in Chaotic Nanolaser with Hybrid Feedback, Optics and Lasers in Engineering 107, 342-351 (2018).
  • 60. A. A. Elsadany, A. Elsonbaty, A. G. Abdelwahab, Dynamical Study of a Chaotic Predator-Prey Model with a Scavenger. The European Physical Journal Plus 133 (1), 29 (2018).
  • 61. A. Elsonbaty and A. A. Elsadany, Nonlinear dynamical analysis of chaotic plasma perturbations, Communications in Nonlinear Science and Numerical Simulation 59, 409-423, (2018).
  • 62. A. Elsonbaty, AA Elsadany, Bifurcation analysis of chaotic geomagnetic field model, Chaos, Solitons and Fractals 103, 325–335 (2017).
  • 63. A. Elsonbaty and Ahmed M. A. El-Sayed, Analytical study of global bifurcations, stabilization and chaos synchronization of jerk system with multiple attractors, Nonlinear Dynamics 90 (4), 2637-2655, (2017).
  • 64. A Elsonbaty, AMA El-Sayed, Further nonlinear dynamical analysis of simple jerk system with multiple attractors, Nonlinear Dynamics 87 (2), 1169-1186‏ (2017)
  • 65. A Elsonbaty, SF Hegazy, SSA Obayya, Numerical analysis of ultrafast physical random number generator using dual-channel optical chaos, Optical Engineering, Optical Engineering 55 (9), 094105, 2016
  • 66. AMA El-Sayed, A Elsonbaty, AA Elsadany, AE Matouk, Dynamical analysis and circuit simulation of a new fractional-order hyperchaotic system and its discretization, International Journal of Bifurcation and Chaos, International Journal of Bifurcation and Chaos 26 (13), 1650222, 2016.
  • 67. AMA El-Sayed, HM Nour, A Elsaid, AE Matouk, A Elsonbaty, Dynamical behaviors, circuit realization, chaos control, and synchronization of a new fractional order hyperchaotic system, Applied Mathematical Modelling 40 (5) 3516–3534, 2016.
  • 68. A Elsonbaty, SF Hegazy, SSA Obayya, Simultaneous Suppression of Time-Delay Signature in Intensity and Phase of Dual-Channel Chaos Communication, IEEE Journal of Quantum Electronics 51 (9), 1-9, 2015.
  • 69. AMA EL Sayed, HM Nour, A Elsaid, A Elsonbaty, Dynamical Behaviors Of A New Hyperchaotic System With One Nonlinear Term, Electronic Journal of Mathematical Analysis and Applications, Vol. 3(1) 1-18, 2015.
  • 70. A Elsonbaty, A El-Sayed, A Elsaid, H Nour, Synchronization of different dimensional chaotic systems with time varying parameters, disturbances and input nonlinearities, Journal of Applied Analysis and Computation 4 (4), 323-338, 2014.
  • 71. AMA El-Sayed, HM Nour, A Elsaid, AE Matouk, A Elsonbaty, Circuit realization, bifurcations, chaos and hyperchaos in a new 4D system, Applied Mathematics and Computation 239, 333-345, 2014.
  • 72. A Elsonbaty, A Elsaid, HM Nour, Circuit realization, chaos synchronization and estimation of parameters of a hyperchaotic system with unknown parameters, Journal of the Egyptian Mathematical Society 22 (3), 550-557, 2014.
  • 73. AMA El-Sayed, HM Nour, A Elsaid, AE Matouk, A Elsonbaty, Nonlinear Dynamics Of A Modified Autonomous Van Der Pol Duffing Chaotic Circuit, Electronic Journal of Mathematical Analysis and Applications, Vol. 2(2) 199-213, 2014.
  • 74. A.M.A. El-Sayed, A. Elsaid, H.M. Nour, A. Elsonbaty, Dynamical behavior, chaos control and synchronization of a memristor-based ADVP circuit, Commun Nonlinear Sci Numer Simulat, 18(1):148-170, 2013.
  • 75. H.M. Nour, A. Elsaid, A. Elsonbaty, Comparing the multistage and PADE techniques for iterative methods in solving nonlinear food chain model, J. Math. Comput. Sci, 2(4), 810-823, 2012.
  • 76. A. Elsonbaty, A. Elsaid, H.M. Nour, Effects of environmental fluctuation and time delay on ratio dependent hyperparasitism model, Commun Nonlinear Sci Numer Simulat, 16: 2609–2619, 2011.

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