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Davoud Rostami Varnosefaderani

Professor

Update: 2025-11-19

Davoud Rostami Varnosefaderani (Faculty Member)

Faculty of Sciences / applied mathematics

Master Theses

  1. A Finite Element Approach to the Numerical Solution of Leland's Model
    Farshad MobasherAmini 2025
  2. A wavelet based adaptive discontinuous Galerkin method for incompressible
    Sheyda Khanipoor 2024
  3. Projection error-based guaranteed L2 error bounds for finite element methods of Laplace eigenfunctions
    Hamidreza Rahmani 2023
  4. Modelling anomalous diffusion using fractional Bloch-Torrey equations on approximate irregular domains
    Amirhossein Ghaleghovand 2023
  5. Modal Superconvergence of the Discontinuous Galerkin Method for Linear Equations
    Mohammad Haji 2023
  6. Modelling Internal Solitary Waves and the Ostrovsky Equation
    Fatemeh Onsori delche 2022
  7. Epidemic Models with Pluse Vaccination and Time Dalay
    Fatemeh Mohebifar 2021
  8. Kalman Filter Based Sensor Placement for Burgers Equation.
    2021
  9. Radial basis function collocation method for decoupled fractional Laplacian wave equations
    Maryam Aghajanpoor 2021
  10. Parametric spline methods for solving the nonlinear Schr?dinger equation
    Faezeh Fani 2021
  11. numerical solution of time-dependent problem with fractional power elliptic operator
    Negar Ghafari hashjin 2020
  12. solving generalized Abels integral equations of the first and second kind via Taylor - collocation method
    2020
  13. Barycentric interpolation collocation methods for solving linear and nonlinear high-dimensional Fredholm integral equations
    Elahe Dashti 2019
  14. A sufficient condition for the stability of direct quadrature methods for solving Volterra integral equations
    Zhila Rezaee 2019
  15. Comparative study of eighth – order methods for finding simple roots of nonlinear equations
    Zeinab Banar 2019
  16. Tow-dimensional integral-algebraic systems:Analysis and computational methods
    Fershte Noorozi nezhad 2017
  17. A meshless approximate solution for volterra-Fredholm operators with highly oscillatory kernels.
    Samira Rahimi ghazi mahale 2017
  18. Radial basis functions for the solution of hypersingular operators
    Fariba DehghanRafi 2017

  19. Mahboubeh Arabasadi 2016

  20. Elham Karimiyan 2016

  21. Shaghayegh Mostafavi 2016

  22. Nadia Pourakbar 2016

  23. Khadije Qaribi 2015

  24. Behnaz Feizbakhsh 2015

  25. Iman Moradi 2015

  26. Hosein Samadi vik 2015

  27. Samane Bahrami 2015

  28. 2014

  29. Somayeh Taherkhanian 2014

  30. HamidReza Khodabandelo 2014

  31. Khadijeh Sadeghi 2014

  32. 2013

  33. 2013

  34. 2013

  35. 2013

  36. 2013

  37. 2013

  38. 2013

  39. Zahra Ghaheri Far 2012

  40. 2012

  41. 2012

  42. 2012

  43. 2012

  44. 2012

  45. Akbar Nirumand jozee 2011

  46. Ali Molla Zeinal 2011

  47. Efat Yaghesh 2010

  48. Azadeh sadat Mir taheri 2010

  49. Mohammad Ramezani 2010

  50. 2009

  51. 2009

  52. 2009

  53. 2009