Emil Geisler,
graduate student in
the UCLA Math Department.

I am a second year math PhD student at UCLA. I attended the University of Utah from 2019-2023, where I graduated with honors degrees in Mathematics and Computer Science. I am interested in algebra and number theory.

• Last updated Fall 2024. CV

Preprints

1. Computations of Stable Multiplicities in the Cohomology of Configuration Space.
   Emil Geisler.
   arXiv:2411.11337

Theses

1. Representations of the Symmetric Group from Geometry.
   Emil Geisler, advised by Sean Howe. Undergraduate Mathematics Thesis, May 2023.
   local pdf.
2. Variable Stretch Textures on the GPU.
   Emil Geisler, advised by Cem Yuksel. Undergraduate Computer Science Thesis, May 2023.
   local pdf.

Interactive Computational Results

• Representation Stability

Talks

1. Research presentation at RTG Mini-conference at University of Utah, 2023. Website. Slides.
(20 mins).
2. Poster presentation at University of Utah Math for All conference, 2023. Website. Poster.

While studying for the algebra qualifying exam, I wrote solutions to a number of practice quals. I hope these solutions will help other students in their preparation.


• Exam solutions, Fall 2018 - Present. Qual Solutions

Teaching Assistant Positions

• Spring 2025: PIC 10B - Intermediate Programming (c++), sections 2A, 2B, 3A, 3B.
• Winter 2025: PIC 10B - Intermediate Programming (c++), sections 2A, 2B, 3A, 3B.
• Fall 2024: PIC 10A - Introduction to Programming (c++), sections 3C, 4A.
• Summer 2024: PIC 10A - Introduction to Programming (c++), section 1B.
• Spring 2024: MATH 33A - Linear Algebra and Applications, sections 1C, 1D.
• Winter 2023: MATH 33A - Linear Algebra and Applications, sections 1A, 1B.
• Fall 2023: PIC 16A - Python with Applications 1, section 4B.

Email: emilg@math.ucla.edu
Office: MS 2951

Picture of me climbing by Oden Dillman.

Math is beautiful, like these clovers!