Teaching

Courses

• Spring 2025: Math 6603 – Mathematical Foundation of Finite Element Methods II
• Fall 2024: Math 3304 – Elementary Differential Equations
• Spring 2024: Math 5602 – Mathematical Foundation of Finite Element Methods
• Fall 2023: Math 5601 – Introduction to Numerical Analysis
• Spring 2023: Math 6603 – Mathematical Foundation of Finite Element Methods II
• Fall 2022: Math 5602 – Mathematical Foundation of Finite Element Methods
• Spring 2022: Math 5325 – Partial Differential Equations
• Fall 2021: Math 5601 – Introduction to Numerical Analysis  
• Spring 2021: Math 3304 – Elementary Differential Equations (online asynchronous)
• Fall 2020: Math 6602 – Mathematical Foundation of Finite Element Methods; Math 5001 (Experimental Course) – Introduction to Numerical Analysis; Math 3304 – Elementary Differential Equations (online asynchronous)  
• Spring 2020: Math 6001 (Experimental Course) – Mathematical Foundation of Finite Element Methods II
• Fall 2019: Math 6602 – Mathematical Foundation of Finite Element Methods; Math 5001 (Experimental Course) – Introduction to Numerical Analysis  
• Spring 2019: Math 6001 (Experimental Course) – Mathematical Foundation of Finite Element Methods II; Math 6601 – Numerical Analysis
• Fall 2018: Math 6602 – Mathematical Foundation of Finite Element Methods; Math 3304 – Elementary Differential Equations  
• Fall 2017: Math 6601 – Numerical Analysis; Math 6001 (Experimental Course) – Topics in Partial Differential Equations  
• Spring 2017: Math 6602 – Mathematical Foundation of Finite Element Methods; Math 3304 – Elementary Differential Equations
• Fall 2016: Math 6601 – Numerical Analysis; Math 3304 – Elementary Differential Equations  
• Spring 2016: Math 6602 – Mathematical Foundation of Finite Element Methods; Math 5325 – Partial Differential Equations
• Fall 2015: Math 6601 – Numerical Analysis; Math 3304 – Elementary Differential Equations  
• Spring 2015: Math 6602 – Mathematical Foundation of Finite Element Methods
• Fall 2014: Math 5325 – Partial Differential Equations; Math 3304 – Elementary Differential Equations  
• Spring 2014: Math 401 (Experimental Course) – Mathematical Foundation of Finite Element Methods; Math 204 – Elementary Differential Equations
• Fall 2013:  Math 401(Experimental Course) – Numerical Analysis; Math 204 – Elementary Differential Equations  
• Spring 2013: Math 401 (Experimental Course) – Mathematical Foundation of Finite Element Methods
• Fall 2012:  Math 401 (Experimental Course) – Numerical Analysis; Math 204 – Elementary Differential Equations  
• Spring 2012: Math 325 – Partial Differential Equations; Math 204 – Elementary Differential Equations
• Fall 2011: Math 325 – Partial Differential Equations; Math 204 – Elementary Differential Equations  
• Spring 2011: Math 204 – Elementary Differential Equations
• Fall 2010: Math 204 – Elementary Differential Equations

Lecture Slides of Basic Coding for Finite Element Methods

• Chapter 1: Finite Elements for 1D second order elliptic equation
• Chapter 2: 2D/3D Finite Element Spaces
• Chapter 3: Finite Elements for 2D second order elliptic equation
• Chapter 4: Finite Elements for 2D second order parabolic and hyperbolic equation
• Chapter 5: Finite elements for 2D steady linear elasticity equation
• Chapter 6: Finite elements for 2D steady Stokes equation
• Chapter 7: Finite elements for 2D steady Navier-Stokes equation
• Chapter 8: Finite elements for 2D unsteady Stokes and linear elasticity equations
• Chapter 9: Finite elements for 2D unsteady Navier-Stokes equations

Lecture Slides of Introduction to Numerical Analysis

• Chapter 1
• Chapter 2
• Chapter 3
• Chapter 4
• Chapter 6
• Chapter 7