All past courses at the University of Minnesota.
MATH 1272: Calculus II (Summers 2019 and 2023)
MATH 2243: Linear Algebra and Differential Equations (Summer 2020)
MATH 2263: Multivariable Calculus (Spring 2021)
MATH 4242: Applied Linear Algebra (Summers 2021 and 2022)
MATH 1271: Calculus I (Spring and Fall 2022)
MATH 1271: Calculus I (Fall 2017 and Spring 2018)
MATH 1272: Calculus II (Fall 2018)
MATH 3283W: Sequences and Series (Spring 2019)
MATH 2573H: Honors Calculus III (Falls 2019 and 2024)
MATH 1572H: Honors Calculus II (Falls 2020 and 2021)
MATH 1151: Precalculus II (Spring 2023)
MATH 4242: Applied Linear Algebra (Fall 2023)
MATH 2574H: Honors Linear Algebra and Differential Equations (Spring 2024)
For the 2019-2020 academic year, I served as the School of Mathematics' WEC (writing-enriched curriculum) assistant. My duties included among other things training other instructors on using the Gradescope platform and facilitating a final writing project in 2574H. As an example, here is one such final paper (shared with permission--much thanks to that student). For those interested, more documentation of the feedback process is available (also with permission) upon request.
In summer 2024, I was employed by the school of mathematics to design interactive computational curriculum for MATH 4242: Applied Linear Algebra with guidance from Peter Olver. The material is designed to supplement Peter's book with Chehrzad Shakiban, Applied Linear Algebra, Second Edition and is intended to serve both as a light introduction to Python and NumPy as well as an introductory tutorial on computational linear algebra. It is available under a permissive license on my github. Interactive versions on Google CoLab can be found below. My solutions are available upon request.
Activity 1: Introduction to Python and NumPy
Activity 2: Gaussian Eliminiation and LU Factorizations
Activity 3: Gaussian Elimination II: Solving general systems
Activity 4: Gram-Schmidt and the QR factorization
Activity 5: Minimization Problems and Least Squares
Activity 6: Eigenvectors and Eigenvalues of Symmetric Matrices
Here is a current (dated 14 November, 2024) version of my teaching statement: