Cinque Terre

Hayat Adel Ali

Applied sciences Department

assistant Professor

عنوان البريد الإلكتروني هذا محمي من روبوتات السبام. يجب عليك تفعيل الجافاسكربت لرؤيته.

  • B.Sc.: Applied Mathematics/ Department of Applied Science/ University of Technology/ Iraq/ 2001.

  • M.Sc: Applied Mathematics/ Department of Applied Science/ University of Technology/ Iraq/ 2007.

  • Ph.D: Mathematics/ Department of Mathematics/College of Science/ University of Baghdad/ Iraq/ 2019
  • Mathematics, Numerical Analysis, Fluid Mechanics.
  • Influence of Magnetic Field on Peristaltic Transport for Eyring- Powell Fluid in A Symmetric Channel During A Porous Medium, 2017

  • A New Modified Laguerre Collocation Method for Solving Three- Point Boundary Value Problems, 2015

  • Laguerre - Galerkin's method for solving Second kind-Fuzzy Fredholm Integral Equation, 2014

  • New Rational Techniques for Solving Differential–Difference Equations, 2013

  • Legendre wavelet method for solving boundary value problems, 2012

  • Approximate solution for linear time-delayed improper integral equation using orthogonal polynomials, 2011

  • least squares method for solving integral equations with multiple time lags, 2010

  • Improved High order Euler Method for Numerical Solution of Initial value Time- Lag Differential Equations, Iraqi Journal of Science, 2018, Vol. 59, No.1B, pp: 383-388.

  • The Peristaltic Transport of MHD Powell - Eyring Fluid through Porous Medium in a Symmetric Channel with Slip Condition , International Journal of Science and Research (IJSR) ISSN (Online): 2319-7064, (2016).

  • Analysis of Heat Transfer on peristaltic transport of Powell-Eyring fluid in an inclined tapered symmetric channel with Hall and Ohm's heating influences , Journal of Qadisiyah for computer science and mathematics, vol.10, no.2,2018.

  • The peristaltic Transport of MHD Eyring- Powell Fluid through Porous Medium in a Three Dimensional Rectangular Duct, International journal of pure and applied mathematics,Vol.119,no.18,2018.

  • Undergraduate :-

  • Numerical Analysis/ third stage.
  • Foundation of Mathematics/ first stage.
  • Postgraduates Courses :-

  • Integral equations.

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