Graduate Teaching Associate, Department of Mathematics, University of Arizona
Office: ENR2 270GG Email: [my last name][at]math.arizona.edu
Education:
- BS in Applied Mathematics and Computer Science (Cum Laude) with a focus in Software Engineering from the University of Wisconsin Stout (2016)
- PhD Candidate, Department of Mathematics, The University of Arizona
Research Interests:
I am interested in designing and implementing efficient algorithms for computing information about finite dimensional algebras over finite fields.
Research Work:
- Brauer Tree Algebras - I designed and implemented an algorithm for generating the Brauer tree algebra corresponding to a given Brauer tree. (I also implemented analagous algorithms for Brauer graph algebras and Brauer configuration algebras.) Quivers and Path Algebras (QPA) is a software package for GAP which provides tools for working with path algebras and quotients of path algebras. My implementation is now included in the official version of QPA which is included with every standard download of GAP. This work began as part of a Research Tutorial Group with Dr. Klaus Lux, who is now my advisor.
Currently Teaching:
- First Semester Calculus Math 122B Fall 2021 Section 19
Past Teaching Experience:
- Calculus Instructor at 2021 Anti-Deficit Learning and Teaching Project
- First Semester Calculus Math 122B Spring 2021 Section 15
- First Semester Calculus Math 122B Fall 2020 Section 17
- Applied Linear Algebra Math 310 Summer II 2020 Section 1
- First Semester Calculus Math 122B Spring 2020 Section 16
- Pre-Calculus Math 120R Fall 2019 Section 29
- Elements of Calculus Math 113 Summer II 2019 Section 1
- First Semester Calculus Math 122B Spring 2019 Secion 18
- First Semester Calculus Math 122B Fall 2018 Section 26
- Elements of Calculus Math 113 Summer II 2018 Section 1
- Pre-Calculus Math 120R Spring 2017 Section 15
- Pre-Calculus Math 120R Fall 2017 Section 18
- College Algebra Math 112 Spring 2017 Section 28
- College Algebra Math 112 Spring 2017 Section 26
- College Algebra Math 112 Fall 2016 Section 44
Graduate Coursework:
- Algebra
- Group Theory
- Associative Algebras
- Commuative Algebra
- Design and Analysis of Algorithms
- Theory of Computation
- Big Data and Neural Computing
- A Look Inside "The Nature of Computation"
- Linear Algebra
- Topological Spaces
- Algebraic Number Theory
- Real Analysis
- Geometry-Topology
Here is a tool I created for generating LaTeX code for matrices.
