Mohammad Sabawi Lecturer at Mathematics Department/College of Educations for Women/Tikrit University
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I am a lecturer of computational and applied mathematics at the Tikrit University in Iraq. I am interested in the numerical solutions of the partial differential equations in particular by using the finite element methods and discontinuous Galerkin methods. Also, I have an experience in teaching several topics for maths undergraduate level.
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finite element methods
numerical solutions
semilinear parabolic problems
a posteriori error analysis
finite difference methods
huxley equation
stability analysis
$\lambda-omega$ type system
oscillatory reaction diffusion system
sine gordon type system
steady state solutions
viscous burgers equation
stationary solutions
stability study
nonlinear parabolic problems
a priori error analysis
discontinuous galerkin timestepping schemes
a posteriori error analysi
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I am a lecturer of computational and applied mathematics at the Tikrit University in Iraq. I am interested in the numerical solutions of the partial differential equations in particular by using the finite element methods and discontinuous Galerkin methods. Also, I have an experience in teaching several topics for maths undergraduate level.
Tags
finite element methods
numerical solutions
semilinear parabolic problems
a posteriori error analysis
finite difference methods
huxley equation
stability analysis
$\lambda-omega$ type system
oscillatory reaction diffusion system
sine gordon type system
steady state solutions
viscous burgers equation
stationary solutions
stability study
nonlinear parabolic problems
a priori error analysis
discontinuous galerkin timestepping schemes
a posteriori error analysi
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