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M. J. Ebadi
  • Home
  • Education
  • Research Interests
  • Journal Papers
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  • Referees and Reviews
  • Conference Proceeding
  • Awards
  • Teaching Experience
  • Books and Chapters
M. J. Ebadi
  • Home
  • Education
  • Research Interests
  • Journal Papers
  • Editorial Boards
  • Referees and Reviews
  • Conference Proceeding
  • Awards
  • Teaching Experience
  • Books and Chapters
  • More
    • Home
    • Education
    • Research Interests
    • Journal Papers
    • Editorial Boards
    • Referees and Reviews
    • Conference Proceeding
    • Awards
    • Teaching Experience
    • Books and Chapters

  1. Competitive secant (BFGS) methods based on modified secant relations for unconstrained optimization, Optimization, 72(7), (2023), 1691-1706.

  2. Generalized Bernoulli–Laguerre Polynomials: Applications in Coupled Nonlinear System of Variable-Order Fractional PDEs, Journal of Optimization Theory and Applications, 200(1), (2024), 371-393.

  3. An Emerging Network for COVID-19 CT-Scan Classification using an ensemble deep transfer learning model, Acta Tropica, 107277, (2024).

  4. A novel approach to nonlinear 2D fractional optimal control problems via generalized Lerch polynomials, Mathematical Methods in the Applied Sciences, 2025.

  5. Optimal study of schistosomiasis in humans with environmental transmission via fractional order mathematical model, Acta Mathematica Scientia, 2025 (Accepted).

  6. Implementation of an optimization algorithm for a new general class of two-dimensional fractional PDEs, Journal of Optimization Theory and Applications, 205(2), (2025), 1-22.

  7. Radial Basis Functions Approximation Method for Time-Fractional FitzHugh–Nagumo Equation. Fractal and Fractional, 7, (2023), 882.

  8. Approximate Solution of PHI-Four and Allen–Cahn Equations Using Non-Polynomial Spline Technique. Mathematics, 2024; 12(6):798.

  9. Generalization of Bernoulli polynomials to find optimal solution of fractional hematopoietic stem cells model, Physica Scripta, 99 (8), (2024): 085015.

  10. A Chaotic Decomposition-Based Approach for Enhanced Multi-Objective Optimization, Mathematics, 13 (5), (2025), 817.

  11. A new approach of generalized shifted Vieta-Fibonacci polynomials to solve nonlinear variable order time fractional Burgers-Huxley equations, Physica Scripta, 2024.

  12. Efficient deep neural networks for classification of COVID-19 based on CT images:Virtualization via software defined radio, Computer Communications, 176 (2021), 234-248.

  13. Optimal solution of nonlinear 2D variable-order fractional optimal control problems using generalized Bessel polynomials, Journal of Vibration and Control, (2024).

  14. A study on fractional tumor-immune interaction model related to lung cancer via generalized Laguerre polynomials, BMC Medical Research Methodology, 23(1) (2023), 1-17.

  15. Optimal study on fractional fascioliasis disease model based on generalized Fibonacci polynomials, Mathematical Methods in the Applied Sciences, 46(8), (2023), 9332-9350.

  16. The use of artificial neural networks to diagnose Alzheimer's disease from brain images, Multimedia Tools and Applications, 81, (2022), 37681–37721.

  17. An optimization method for solving a general class of the inverse system of nonlinear fractional order PDEs, International Journal of Computer Mathematics, 2024, 1-16.

  18. A truthful and budget-balanced double auction model for resource allocation in cloud computing, Soft Computing, 27, (2023), 18263–18284.

  19. Generalized Lerch polynomials: Application in fractional model of CAR-T cells for T-cell leukemia, European Physical Journal Plus, 138(12), (2023), 1152.

  20. An optimization method for studying fractional order tuberculosis disease model via generalized Laguerre polynomials, Soft Computing, 27(14), (2023), 9519-9531.

  21. Optimal approximation of fractional order brain tumor model using generalized Laguerre polynomials, Iranian Journal of Science, 47(2), (2023) 501-513.

  22. An efficient coverage and connectivity algorithm based on mobile robots for wireless sensor networks, Journal of Ambient Intelligence and Humanized Computing, 14, (2023), 8291–8313.

  23. Fuzzy stochastic differential equations driven by fractional Brownian motion, Advances in Difference Equations, 16 (2020).

  24. Efficient deep learning methods for classification of Alzheimer’s disease and Mild Cognitive Impairment from scalp EEG recordings, Cognitive Computation, 14, (2022), 1247–1268.

  25. A local mesh-less collocation method for solving a class of time-dependent fractional integral equations: 2D fractional evolution equation, Engineering Analysis with Boundary Elements, 113 (2020), 372-381.

  26. An Efficient Algorithm for Solving the Fractional Hepatitis B Treatment Model Using Generalized Bessel Polynomial, Iranian Journal of Science, 47(5), (2023), 1649-1664.

  27. An efficient local meshless method for the equal width equation in fluid mechanics, Engineering Analysis with Boundary Elements,131C, (2021), 258-268.

  28. Diagnosis of Alternaria disease and Leafminer pest on tomato leaves using Image processing techniques, Journal of the Science of Food and Agriculture, 102 (15),(2022) 6907-6920.

  29. Determination of scale elasticity in the existence of non-discretionary factors in performance analysis, Knowledge-Based Systems, 23 (2010) 434-439.

  30. A projection type steepest descent neural network for solving a class of nonsmooth optimization problems, Neurocomputing, 235 (2017), 164-181.

  31. Solving an optimal control problem of cancer treatment by artificial neural networks, International Journal of Interactive Multimedia and Artificial Intelligence, 6(4) (2020), 18-25.

  32. Video data compression by progressive iterative approximation, International Journal of Interactive Multimedia and Artificial Intelligence, 6(6) (2021) 189-195.

  33. A computational approach for solving fractional Volterra integral equations based on two dimensional Haar wavelet method, International Journal of Computer Mathematics,  99(7) (2022), 1488-1504.

  34. Early and high-accuracy diagnosis of Parkinson's disease: outcomes of a new model, Computational and Mathematical Methods in Medicine, 2023.

  35.  An energy-aware method for selecting cluster-heads in wireless sensor network, Applied Sciences, 10(21) (2020).

  36. Estimating the depth of anesthesia during the induction by a novel adaptive neuro-fuzzy inference system: A case study, Neural Processing Letters, 53 (2020), 131-175.

  37. A new distance measure for trapezoidal fuzzy numbers, Mathematical Problems in Engineering, (2013).

  38. Features requirement elicitation process for designing a Chatbot application, IET Networks, 2022.

  39. Solving multi-objective functions for cancer treatment by using metaheuristic algorithms, International Journal of Combinatorial Optimization Problems and Informatics, 11(3) (2020), 61-75.

  40. On solving linear fractional programming transportation problems with fuzzy numbers, Journal of fuzzy extension and applications 4(4), (2024), 328-339.

  41. An efficient one-layer recurrent neural network for solving a class of nonsmooth pseudoconvex optimization problems, Journal of Theoretical and Applied Information Technology, 96(7) (2018), 1999-2014.

  42. Planning of energy carriers based on final energy consumption using dynamic programming and particle swarm optimization, Electrical Engineering & Electromechanics, 5(2018), 62-71.

  43. Spring search algorithm for simultaneous placement of distributed generation and capacitors, Electrical Engineering & Electromechanics, 6(2018), 68-73.

  44. The performance evaluation of chaotic maps in estimating the shape parameters of radial basis functions to solve partial differential equations, Journal of Decisions and Operations Research. 9 (1), (2024): 194-205.

  45. Finding fuzzy inverse matrix using Wu’s method, Journal of Mahani Mathematical Research Center, 10(1) (2021), 37-52.

  46. Enhancing Efficiency of Newton-Raphson Method with Chaotic Mappings for Nonlinear Equation Solving, Journal of Modeling in Engineering, 23 (80), (2025), 59-73.

  47. Classification of CXR Images into 6 Types of Pulmonary Diseases Using a Mixture of ELM Based Experts and ILQP, Journal of Soft Computing and Information Technology, 13 (3), (2025), 73-87.

  48. An efficient one-layer recurrent neural network for solving a class of nonsmooth optimization problems, Journal of New Researches in Mathematics, 6(24) (2020), 97-110, In Persian.

  49. Malliavin Calculus in fuzzy statistical inference: Cramer-Rao lower bound for fuzzy random variables, Journal of Decisions and Operation Research, 5(2) (2020), 124-132.

  50. Finding inverse of a fuzzy matrix using eigenvalue method, International Journal of Innovative Technology and Exploring Engineering, 9(2)(2019), 3030-3037.

  51. A neurodynamic model for solving nonsmooth constrained optimization problems with affine and bound constraints, Fuzzy Systems and Applications, 4(2), (2022), 69-112, In Persian.

  52. An efficient method for solving linear interval fractional transportation problems, Journal of Applied Research on Industrial Engineering, 2023.

  53. An efficient approach based on Wu's method for solving fully fuzzy polynomial equations system, Fuzzy Optimization and Modeling Journal, 2023.

  54. A local meshless radial basis functions based method for solving fractional integral equations, Computational Algorithms and Numerical Dimensions, 2(1), (2024), 35-46.

  55. An efficient method for solving linear interval fractional transportation problems, Journal of Applied Research on Industrial Engineering, 2024.

  56. General class of two-dimensional fractional differential equations: An optimal study by generalized shifted Legendre polynomials, SIAM Journal on Scientific Computing, 2023, under review.

  57. An Innovative Nature-Inspired Meta-Heuristic Algorithm for Optimization Problems in Manufacturing: The Ungulate Grazing Optimization Algorithm, Information Systems, 2023, under review.

  58. Data Anonymization for Consumer IoT-based Smart Home Healthcare Monitoring System, Transactions on Consumer Electronics, 2023, under review.

  59. Optimal solution of fractional immunotherapy bladder cancer model with vaccine strategy using generalized Bessel polynomial, Medical Physics, 2023, under review.

  60. Optimal study of schistosomiasis in humans with environmental transmission via fractional order mathematical model, Journal of Computational Chemistry, 2023, under review.

  61. Generalized Touchard polynomials: Application in fractional Fokker-Planck equations with variable coefficients, Soft Computing, 2023, under review.

  62. Generalized Lerch polynomials for nonlinear 2D Atangana-Riemann-Liouville fractal-fractional optimal control problems, Applied Numerical Mathematics, 2023, under review.

  63. An optimization algorithm for nonlinear fractional optimal control problems by generalized Laguerre polynomials, Mathematical Methods in the Applied Sciences, 2024, under review.

  64. An efficient optimization algorithm for nonlinear 2-dim fractional optimal control problems, Mathematical Methods in the Applied Sciences, 2023, under review.

  65.  A novel approach for brain tissue segmentation based on MR images, Medical Physics, 2024, under review.

  66. Investigation of uncertainties in fractional differential equations and the concrete solutions with Mittag-Leffler function, Fuzzy Systems and Applications, 2024, under review.

  67. Combinatorial optimization of permutation-based traveling salesman problems using optics inspired optimization, Journal of Optimization in Industrial Engineering, 2024, under review.

  68. A local meshless RBF method for solving fractional integral equations, Applied Numerical Mathematics, 2023, under review.

  69. A new approach for solving a class of bilevel programming problems, Mathematical Problems in Engineering, 2024, under review.

  70. Using the Wu method for solving sets of fully fuzzy polynomial equations, Fuzzy Systems and Applications, 2024, under review.

  71. Ito-Skorohod class of fuzzy stochastic differential equations, Stochastics and Dynamics, 2024, under review.

 


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