Mohammad Ghasemi

Education

PhD. in Applied Mathematics - Numerical Analysis , Iran University of Science and Technology , Iran (2008 - 2011)
Thesis title: B-spline methods for the solution of boundary value problems
MSc. in Applied Mathematics , Iran University of Science and Technology , Iran (2005 - 2007)
Thesis title: Numerical solution of differential equations with applications in physiology
BSc. in Applied Mathematics , Teacher Training University f Tehran , Iran (2001 - 2005)
Thesis title:

Courses

Bachelor Of Science

Advanced Programming

Data Structures

Basics in Computer and Programming

Partial differential equations

Linear Algebra

Differential Equations

Numerical calculations

Master Of Science

Numerical solution of ordinary diff. eq.

Advanced numerical analysis

PHD

Special topics in numerical analysis

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Research activities

Journal Papers

Numerical solution of third-Order boundary value problems using non-classical sinc-collocation method Amjad Alipanah, Kayvan Mahmodi, Mohammad Ghasemi (2023)

Numerical solution of system of second-order integro-differential equations using nonclassical sinc collocation method Mohammad Ghasemi, Keivan Mohammadi, Amjad Alipanah (2023)

A non-classical sinc-collocation method for the solution of singular boundary value problems arising in physiology Keivan Mohammadi, Amjad Alipanah, Mohammad Ghasemi (2022)

Two-step deferred correction algorithm for the problem of fluid film squeezed between rotating disks Mohammad Ghasemi (2019)

On the numerical solution of high order multi-dimensional elliptic PDEs Mohammad Ghasemi (2018)

A new efficient DQ algorithm for the solution of elliptic problems in higher dimensions Mohammad Ghasemi (2018)

An Efficient Algorithm Based on Extrapolation for the Solution of Nonlinear Parabolic Equations Mohammad Ghasemi (2018)

On the Solutions of a Nonlinear Fractional Integro-Differential Equation of Pantograph Type Yaghoub Jalilian, Mohammad Ghasemi (2017)

Existence and numerical simulation of solutions for nonlinear fractional pantograph equations Mohammad Ghasemi, Yaghoub Jalilian, Juan J. Trujillo (2017)

Spline-based DQM for multi-dimensional PDEs: Application to biharmonic and Poisson equations in 2D and 3D Mohammad Ghasemi (2017)

High order approximations using spline-based differential quadrature method: Implementation to the multi-dimensional PDEs Mohammad Ghasemi (2017)

On using cubic spline for the solution of problems in calculus of variations Mohammad Ghasemi (2016)

A new superconvergent method for systems of nonlinear singular boundary value problems Mohammad Ghasemi (2013)

B-spline collocation for solution of two-point boundary value problems Jalil Rashidinia, Mohammad Ghasemi (2011)

A collocation method for the solution of nonlinear one-dimensional parabolic equations Jalil Rashidinia, Mohammad Ghasemi, Reza Jalilian (2010)

An O(h6) numerical solution of general nonlinear fifth-order two point boundary value problems Jalil Rashidinia, Mohammad Ghasemi, Reza Jalilian (2010)

Numerical solution of the nonlinear Klein–Gordon equation Jalil Rashidinia, Mohammad Ghasemi, Reza Jalilian (2010)

Convergence of cubic-spline approach to the solution of a system of boundary-value problems Jalil Rashidinia, Reza Mohammadi, Reza Jalilian, Mohammad Ghasemi (2007)

Sextic spline method for the solution of a system of obstacle problems Jalil Rashidinia, Reza Jalilian, Reza Mohammadi, Mohammad Ghasemi (2007)

Cubic spline solution of singularly perturbed boundary value problems with significant first derivatives Jalil Rashidinia, Reza Mohammadi, Mohammad Ghasemi (2007)

Spline approach to the solution of a singularly-perturbed boundary-value problems Jalil Rashidinia, Mohammad Ghasemi, Zahra Mahmoodi (2007)

Parametric spline method for a class of singular two-point boundary value problems Jalil Rashidinia, Zahra Mahmoodi, Mohammad Ghasemi (2007)

Conference Papers

An accurate numerical method for the solution of Poisson problems Mohammad Ghasemi, Ziba Azimkhani (2018)

On the numerical solution of two-dimensional viscous tow moving between two porous walls Mohammad Ghasemi, Ziba Azimkhani (2017)

A direct approach based on spline for the solution of problems in calculus of variations Amjad Alipanah, Mohammad Ghasemi (2016)

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Research interests

Numerical solution of fractional differential equations
Numerical solution of partial differential equations
Sinc function
Spline functions

Name: Siede Sohila Shahidi

AcademicLevel: Master

Field: Applied Mathematics

Thesis:
Name: Shadi MohammadPoor

AcademicLevel: Master

Field: Applied Mathematics

Thesis:

Head of Mathematics Department (1398 - 1400)

Mohammad Ghasemi

Education

Courses

Research activities

Research interests

Students

Executive activities

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