Program Description
The duration of studies for the MS Degree shall normally be not less than one and half year and not more than three years.
The MS in Mathematics Program consists of 24 credit hours (courses with three credit hours each) and 6 credit hours of thesis. The students have to take courses from the following list with the prior approval of Department.
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Hilbert Space Methods
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Geometric Function Theory
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Optimization Method I
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Perturbation Method I
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Advanced Convex Analysis
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Fixed Point Theory and Application
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Advanced Modern Algebra with Application
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Numerical Solution of ODEs
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Group Theory
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Advanced Numerical Analysis
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Representation Theory of Finite Groups
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Numerical Linear Algebra
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Fixed Extension and Galois Theory
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Approximation Theory and Application
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Viscous Fluid I
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Viscous Fluid II
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Advanced Partial Differential Equation
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Perturbation Method II
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Variational Inequalities and Application
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Numerical Solution of PDEs-I
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Integral Inequalities
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Physical Fluid Dynamics
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Numerical Solution of PDEs-I
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Fluid and Thermodynamics
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Advanced Mathematical Statistics
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Magneto Hydrodynamics
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Advanced Topology
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Mathematical Modeling
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Non-Newtonian Fluid Mechanics
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Spectral Methods in Fluid Dynamics