Teaching
Teaching Associate (UC Santa Barbara)
Summer 2023: Math 3B - Calculus with Applications II
Teaching Assistant (UC Santa Barbara)
Winter 2024: Math 115A: Introduction to Number Theory
Fall 2023: Math 8 - Transition to Higher Mathematics
Spring 2023: Math 117 - Methods of Analysis
Winter 2023: Math 108A - Linear Algebra I
Summer 2022: Math 3B - Calculus with Applications II
Spring 2022: Math 108A Linear Algebra I
Winter 2022: Math 8 - Transition to Higher Mathematics
Fall 2021: Math 8 - Transition to Higher Mathematics
Summer 2023: Math 4B - Differential Equations
Spring 2021: Math 8 - Transition to Higher Mathematics
Winter 2021: Math 8 - Transition to Higher Mathematics
Fall 2020: Math 8 - Transition to Higher Mathematics
Spring 2020: Math 4A - Linear Algebra with Applications
Winter 2020: Math 2B - Calculus with Algebra and Trigonometry II
Fall 2019: Math 2A - Calculus with Algebra and Trigonometry I
Teaching Philosophy
Mathematics is a human endeavor, and humans tend to respond to storytelling with engagement and interest. I aim to teach in a way that explains the math at hand as a story, complete with emotional highs and lows, and inspires curiosity as to what the next plot twist means for the main characters. I think deeply about what the best storyline is for a specific area of math, and do my best to engage students with this strategy. Not only does this keep students' attention, it also shows them math is a colorful and unexpected world.
I find sharing the joy of math with others, through collaboration and teaching undergraduates, to be incredibly fulfilling. I aim to treat each student with respect, and take the time to listen to each students' thoughts and ideas. After giving a student space and time to describe their personal mental picture of the problem, I try to give them the specific nudge in the right direction they need. I hope to provide a space for underrepresented groups in math to see the beauty and joy of math, and see their own potential.
I believe in Federico Ardila-Mantilla’s axioms from this article:
Axiom 1. Mathematical talent is distributed equally among different groups, irrespective of geographic, demographic, and economic boundaries.
Axiom 2. Everyone can have joyful, meaningful, and empowering mathematical experiences.
Axiom 3. Mathematics is a powerful, malleable tool that can be shaped and used differently by various communities to serve their needs.
Axiom 4. Every student deserves to be treated with dignity and respect.