This page is meant primarily as a resource for students taking a class with me as the instructor. The student resources include textbooks, short expositions on topics in my courses, and other resources that may help students better understand the material.
Teaching History
- Postdoctoral Fellow at Universitetet i Bergen:
Fall 2021 – present - Graduate Employee and Teaching Assistant at the University of Connecticut:
Fall 2016 – Spring 2021 - Adjunct Professor at the University of Hartford:
Fall 2017 – Fall 2020.
Semester | Year | School | Course Code | Course Name |
---|---|---|---|---|
Fall | 2022 | UiB | MAT235 | Tensor Analysis |
Spring | 2022 | UiB | MAT331 (Topics in Analysis) | Stochastic Differential Equations, Video Lectures (co-taught with Adrien A. Laurent) |
Spring | 2021 | UConn | MATH 2410 | Differential Equations |
Fall | 2020 | UConn | MATH 2210 | Linear Algebra |
Fall | 2020 | UHart | M240 | Multivariable Calculus |
Summer | 2020 | UConn | MATH 2210 | Linear Algebra (TA, online) |
Summer | 2020 | UHart | M240 | Multivariable Calculus |
Spring | 2020 | UConn | MATH 2410 | Differential Equations |
Spring | 2020 | UHart | M240 | Multivariable Calculus |
Fall | 2019 | UHart | M242 | Differential Equations |
Fall | 2019 | UHart | M240 | Multivariable Calculus |
Summer | 2019 | UConn | MATH 2210 | Linear Algebra (TA, online) |
Summer | 2019 | UHart | M240 | Multivariable Calculus |
Spring | 2019 | UConn | MATH 2410 | Differential Equations |
Spring | 2019 | UHart | M240 | Multivariable Calculus |
Summer | 2018 | UHart | M240 | Multivariable Calculus |
Spring | 2018 | UConn | MATH 2410 | Differential Equations |
Fall | 2017 | UConn | MATH 2110D | Multivariable Calculus (TA) |
Fall | 2017 | UHart | M240 | Multivariable Calculus |
Spring | 2017 | UConn | MATH 1132D | Calculus 2 (TA) |
Fall | 2016 | UConn | MATH 1131D | Calculus 1 (TA) |
Spring | 2016 | UHart | M145 | Calculus 2 (Co-op Ed) |
Student Resources
Multivariable Calculus
- Overview of Multivariable Calculus
- Green’s and Stokes’ Theorems: Multivariable extensions of the Fundamental Theorem
Differential Equations
- Textbook: Differential Equations by R. Decker and B. Albright