• 
  최윤성

  - POSTECH 수학과 (함수해석학 전공) 교수
  - 미국 로체스터 대학교 수학 박사 (함수해석학 전공)
  - 2015년도 대한수학회 학술상

• 
  손영환

  - POSTECH 수학과 (ergodic theory 전공) 조교수
  - 전, KIAS, Postdoc, Weizmann Institute, Postdoc

1. CHAPTER 1 First-Order Differential Equations
   1. Integrating Factor
   1. Separable Equations
   1. Existence and Uniqueness
2. CHAPTER 2 Applications of First-Order Differential Equations
   1. Modelling
   1. Population Dynamics
   1. Euler’s Method
3. CHAPTER 3 Second- Order Differential Equations
   1. Homogeneous Equations with Constant Coefficients
   1. Complex Roots and Repeated Roots
   1. Reduction of Order
4. CHAPTER 4 Second- Order Differential Equations
   1. Nonhomogeneous Equations- Undetermined Coefficient Method
   1. Variation of Parameters
   1. Applications
5. CHAPTER 5 Higher- Order Differential Equations
   1. General Theory of Higher- Order Differential Equations
   1. Undetermined Coefficient Method
   1. Variation of Parameters
6. CHAPTER 6 Series Solutions of Second- Order Differential Equations
   1. Review of Power Series
   1. Series Solutions and Ordinary points I
   1. Series Solutions and Ordinary points II
7. CHAPTER 7 Series Solutions of Second- Order Differential Equations
   1. Euler Equation and Regular Singular Points
   1. Series Solutions and Regular Singular points I
   1. Series Solutions and Regular Singular points II and Bessel’s Equations
8. Final exam
   1. Final exam - 1
   1. Final exam - 2

교재: 교재 없음 (강의노트 제공)