Yaronn James Arciaga

Empowerment in Equity (a research study of equitable opportunities in professional development of Mathematical Opportunity for Student Thinking (MOST)

RJ Barnes 

Torsionless R-Modules and Trace Ideals I would like to broadly introduce some basic structures and concepts from homological algebra and then provide an overview of and intuition for the arguments in my thesis

Fernando Bustos

The Teaching Equity-minded and Active Mathematics Tool (The TEAM Tool)

Carolynn Cao

Supports and Challenges for CSUF Mathematics Faculty as they Transition to Active and Equity-Minded Instruction

Praveen Chhikara 

A mathematics professor’s goals to facilitate students as inventors: A case study

Brianna Davis

Examining Prospective Teachers’ Conceptions of Area

Shekira Egdar 

Representations of the Classical Groups Using Python.

Julien Esquivel

Solving Higher Order Differential Equations: An Integrating Factor Approach and Generalized Solutions to Self-Adjoint Differential Equations

Olga Flores 

The Teaching Equity-minded and Active Mathematics Tool (The TEAM Tool)

Jonathon Foley 

Research of Helly-Type Results for Convex Bodies in the Plane

Cedar Hofstetter

Supports and Challenges for CSUF Mathematics Faculty as they Transition to Active and Equity-Minded Instruction. We will be presenting the data we analyzed in summer 2022 about the supports and challenges CSUF mathematics faculty face as they transition to equity-minded active learning mathematics

Isaak Mouring

A Mathematical Journey of the Immune System’s Effect on COVID-19 Replication

Christopher Quinonez

Supports and Challenges for CSUF Mathematics Faculty as they Transition to Active and Equity-Minded Instruction

Ishani Ray

Characterization of auditory physiology in FXS in critical developmental timepoints

Skye Rothstein

Almost All Wreath Product Character Values are Divisible by Given Primes: We sketch the current landscape of character tables, and introduce a new theorem about the prime divisibility of wreath product character values which generalizes the work of Peluse and Soundararajan on the character table of the symmetric group

Rebecca Scariano

“Convergence Analysis and Optimization for Two-Point Boundary Value Problems“ is a topic focusing on solving variable-coefficient ODEs using Allen-Manandhar’s Method. My presentation will discuss an explanation of the method’s background, the process used for optimization, and what we hope to accomplish.

Luis Schneegans 

Total Variation Flow in R^n Dimensions with Examples Relating to Perimeters of Level Set (Applied Mathematics, specifically in Partial Differential Equations)

Amanda Tran

Oral Presentation (15 minutes) Poster Presentation Analysis of the Structure of the Projective space of Z_2^4

Isabelle Wagenvoord

Using Remote Sensing to Detect Irrigation Flooding Patterns in Rice Fields