Courses

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The MSc Courses of Pure Mathematics

  • Advanced algebra
  • Algebraic topology I
  • Amenability of groups and semi-groups
  • Applied functional analysis
  • Banach algebra
  • Complex analysis
  • Convex analysis
  • Differential operators theory in mathematical physics
  • Functional analysis
  • Geometry of manifolds I
  • Groups theory and its application
  • Harmonic analysis
  • Introduction to the Riemannian surface
  • Multivariable complex functions analysis
  • Operators theory
  • Real analysis
  • Real analysis I
  • Real analysis II
  • Representation of locally compact groups
  • Theory of C*-algebra

 

The PhD Courses of Pure Mathematics

  • Functional analysis II
  • Special topics (Topics in mathematical analysis)
  • Special topics (Topics in representation theory)
  • Special topics(composition operator)
  • Special topics(Theory of C*-algebra)

 

The MSc Courses of Applied Mathematics

  • Advanced numerical analysis
  • Advanced partial differential equations
  • Applied functional analysis
  • Approximation theory
  • Celestial Mechanics
  • Differential operators theory in mathematical physics
  • Dynamical systems I
  • Dynamical systems II
  • Finite elements method
  • Groups theory and its application
  • Numerical methods in linear algebra
  • Numerical software
  • Numerical solutions of integral equations
  • Numerical solutions of ODEs
  • Numerical solutions of PDEs
  • Partial differential equations I
  • Partial differential equations II
  • Partial differential equations in mathematical physics
  • Theory of advanced differential equations
  • Theory of analytical numbers
  • Theory of ordinary differential equations
  • Topics in linear algebra

 

The PhD Courses of Applied Mathematics

  • Dynamical systems I
  • Dynamical systems II
  • Partial differential equations I
  • Partial differential equations II
  • Special topics(approximation theory)
  • Special topics(fractional differential equations)
  • Theory of ordinary differential equations
  • Topics in linear algebra
  • Topics in numerical analysis
  • Topics in solving of differential equations

 

The MSc Courses of Applied Mathematics-Operations Resaech

  • Advanced linear programming
  • Advanced operations research I
  • Advanced operations research II
  • Combinatorial analysis
  • Computer simulation
  • Dynamic programming
  • Fuzzy programming
  • Graph theory
  • Ideal programming
  • Integer programming and network flows
  • Multi-objective programming
  • Optimal control theory
  • Optimal shape design theory
  • Optimization of nonlinear models
  • Queuing theory
  • Theory of calculus of variations
  • Transportation programming

 

The PhD Courses of Applied Mathematics-Operations Resaech

  • Advanced optimal control theory
  • Convex analysis
  • Robust programming
  • Semi-infinite linear programming
  • Special topics (Topics in allocation of social and rural service systems)
  • Special topics (Topics in convex and nonlinear optimization)
  • Special topics (Topics in fuzzy linear programming)
  • Special topics (Topics in mathematical analysis)
  • Special topics (Topics in nonlinear optimization: numerical nonlinear optimization)
  • Special topics(application of modern linear programming)
  • Special topics(bilevel optimization)
  • Special topics(data envelopment analysis)
  • Special topics(fuzzy optimization)
  • Topics in applied functional analysis
  • Topics in defensive allocation
  • Topics in linear algebra
  • Topics in multi-objective programming
  • Topics in nonlinear optimal control
  • Topics in operations research
  • Topics in optimal shape design
  • Topics in optimization
  • Topics in soft computation
  • Topics in solving of differential equations
  • Topics in transportation programming
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