국립부경대학교 | DEPARTMENT OF APPLIED MATHEMATICS

Education

Education


  • Set Theory(3)
  • An introduction to set theory : Elementary logic, sets, relations, function, cardinal and ordinal numbers, and the axiom of choice from the intuivity point of view

  • Introduction to Analysis and Practice(3)
  • This course deals with various properties of real numbers, their topological aspects, limits of sequences and series, continuous functions, differentiation, the Riemann integral and their applications

  • Linear Programming and Practice(3)
  • A survey of simplex methods, dual simplex methods, advanced methods, and methods of integer programming as algebraic solution methods of linear programming

  • Introduction to Mathematical Statistics(3)
  • An introductory course in mathematical statistics : Topics include probability random variable, discrete probability distribution, continuous probability distribution, change of variables, sampling distribution, and limiting distribution

  • Introduction to Complex Variables and Practice(3)
  • Using the concept of limits induced in the complex plane, this course covers continuity, differentiation of analytic functions, Cauchy-Riemann conditions, integrals of analytic functions, Cauchy integral theorem, Laurent series, and residue theorem

 

Master Program PhD. Program
Courses Credits Semester Courses Credits Semester
Thesis Research 2   Dissertation Research 3  
Seminar 1 1 1 Seminar 1 1 1
Seminar 2 1 2 Seminar 2 1 2
Seminar 3 1 1 Seminar 3 1 1
Surface Topology 3 1 3-Manifolds Theory 3 2
Group Theory 3 1 Advanced Complex Analysis 1 3 1
Algebraic Geometry 3 2 Advanced Complex Analysis 2 3 2
Differential Geometry 3 1 Topics in Geoup Theory 3 2
Theory of Differential Equation 3 2 Graph Theory 3 1
Complex Variables 3 1 Multicriteria Decision Making 3 1
Nonlinear Functional Analysis 3 1 Multivariate Analysis 3 1
Mathematical programming 3 1 Complex Analysis in Several Variables 3 1
Mathematical Statistic 3 1 Topics in Algebraic Topology 3 1
Numerical Linear Algebra 3 1 Algebra 3 1
Numerical Analysis 3 2 Riemannian Geometry 3 2
Real Analysis 3 1 Theory of Differentiable Manifolds 3 1
Topology 3 1 Nonlinear Programming 3 2
Special Topics in topology 3 2 Theory of Nonlinear Semigroup 3 2
Applied Complex Variables 3 2 Mathematical Programming 1 3 1
Applied Analysis 3 2 Mathematical Programming 2 3 2
Operator Theory 3 2 Numerical Differential Equation 3 1
Optimal Control Theory 3 2 Time Series 3 2
Measure Theory and Integration 3 2 Real Analysis 1 3 1
Special Function Theory 3 1 Real Analysis 2 3 2