Saeid Abbasbandy

Professor

Update: 2025-01-15

Saeid Abbasbandy (Faculty Member)

Faculty of Basic Sciences / applied mathematics

Master Theses

  1. Legendre multi-wavelets collocation method for the numerical method of linear and nonlinear integral equations
    Majid Mousavi 2022
  2. An accelerated version of Newton’s method with convergence order 1+sqrt(3)
    Marzieh Gahvareband 2022
  3. The taylor series method and trapzoidal rule on time scales
    Mahin Mohammadrahimi 2022
  4. Numerical solution of weak singular integral equations with Legendre polynomials and block-pulse functions
    Gisoo Farhadi 2022
  5. Stability analysis of Rung-Kutta method for Volterra integro-differential equations
    Sakine Kalantari 2022
  6. Uniform weighted approximation on the square by polynomial interpolation at Chebyshev nodes
    Farzaneh Tavakoli 2022
  7. Numerical solutions of integral and integro-differential equations using Chebyshev polynomials of the third kind
    Somayeh Malek mohamadi 2021
  8. A method for solving approximate integral equations for quill core
    ZAHRA RAHMANI 2021
  9. An efficient numerical algorithm for the fractional Drinfeld-Sokolov-Wilson equation
    Yousef Moradi 2019
  10. Numerical solutions of nonlinear fractional differential equations by alternative Legendre polynomials
    Farshad Moradi 2019
  11. A new iterative technique for a fractional model of nonlinear Zakharov-Kuznetsov equations via Sumudu transform
    Zahra Taherkhani 2019
  12. An approximation scheme for the time fractional convection – diffusion equation
    2019
  13. Application of Homotopy analysis method in SIRS-SI model of Malaria disease
    Fatemeh Majidi 2018
  14. Fractional-order Bernoulli functions and theri applications in solving fractional Fredholm-Voltra integro differential equations
    Motahare Pishghadam nalkiashari 2018
  15. Forecasting stock indices using radial basis function neural networks optimized by artificaial fish swarm algorithm
    Farzaneh Gholipoor 2018
  16. An efficient variable step-size rational Falkner-type method for solving the special second-order IVP
    Maryam Arefi fard 2017
  17. Numerical solution of Volterra–Fredholm integral equations via modification of hat functions
    Narges Zeynalian eskandari 2017
  18. Radial basis functions and level set method for image segmentation using partial differential equation
    Zahrasadat Naghdehforushha 2017

  19. Tahereh Khalili 2017

  20. Parisa Noori neiyarki 2017

  21. Hadise Alizade 2016

  22. Masoume Maleki 2016

  23. Sahar Shahsanaee koneiraee 2016

  24. Khadije Mirzaee 2016

  25. Mohammadreza Mollarazi 2015

  26. Nasrin Rahimi 2015

  27. Seyyede fateme Smaeili 2015

  28. Seyyed ali Bagheri 2014

  29. Mona Zargar 2014

  30. Somayeh Sedighi 2014

  31. 2013

  32. 2013

  33. 2013

  34. 2013

  35. 2013

  36. 2013

  37. 2013

  38. 2012

  39. 2012

  40. 2012

  41. 2012

  42. 2012

  43. Shahram Rajabi Vanajami 2010

  44. Saeed Kazem 2010

  45. Eghbal Mohamadi 2010

  46. Efat Yaghesh 2010
  47. `
    Hamid Por 2010

  48. 2009

  49. 2009

  50. 2009

  51. 2009