林太家教授推導數學模型的方法與數學分析的技巧，主題如下(上課6週)：
Tai-Chia Lin is charged in methods of model derivation and techniques of mathematical analysis, which include the following topics (7 weeks):
1. Introduction to differential equation models
2. Models of molecular dynamic simulations
3. Monte Carlo simulations
4. Energetic variational approaches
5. Conservation laws
6. Drift-diffusion equations
7. Techniques of Fourier analysis

洪子倫簡介奈米孔洞作為建模的基礎知識包含下列主題(上課3週)：
1. General introduction to nanopore and its applications.
2. Governing equations used in nanopore: Poisson-Nernst-Planck and Poisson-Boltzmann type equations, Navier-Stokes equations.
3. Physics about nanopore: especially focusing on electric double layer and steric effect.

鄧君豪教授常微、偏微分方程式的數值模擬方法 (上課6週)：
Chun-Hao Teng is charged in concepts and techniques of numerical methods for partial differential equations, which include the following topics:
1. Introduction to numerical partial differential equations (PDEs)
2. Introduction Fourier pseudospectral methods for PDEs
3. Introduction to polynomial pseudospectral methods for PDEs
4. Multidomain pseudospectral methods for PDEs
5. Constructing numerical schemes for ion flows in a nano-pore: An energetic variational approach
6. Pseudospectral schemes for Poisson-Nernst-Planck and Poisson-Boltzmann type equations (I)
7. Pseudospectral schemes for Poisson-Nernst-Planck and Poisson-Boltzmann type equations (II)