Projects & Research Highlights
Structural Racism and Cervical Cancer Outcomes
Llanos Lab, Columbia University | 2025 – Present
This project examines structural racism and disparities in cervical
cancer incidence, survival, and screening through a large-scale
systematic review.
Key Contributions
- Conducting comprehensive systematic review of structural racism and
cervical cancer outcomes.
- Leading data extraction in Covidence across >100 peer-reviewed
studies.
- Mapping exposure–outcome pathways involving healthcare access,
socioeconomic status, and neighborhood-level inequities.
- Synthesizing findings for manuscript submission and national
presentation.
- Collaborating on NIH-funded research integrating epidemiologic
frameworks and equity metrics.
📄 View Research Poster
Stanford Medicine — Center for Asian Health Research and Education
(CARE)
Research Scholar | 2023 – 2025
Quantitative research focused on health disparities in disaggregated
Asian-American populations.
Key Contributions
- Led statistical analyses using NHIS to examine relationships between
sleep duration, depressive symptoms, and mortality risk.
- Built and visualized multivariable regression models to highlight
intra-Asian heterogeneity.
- Conducted subgroup analyses using SEER to assess glioma grading and
mortality across East, South, and Southeast Asian populations.
- Contributed to modeling and interpretation included in a published
abstract in Neurology (2024).
📄 View Published Abstract
Sports Betting in the United States: Data Analysis and Predictive
Modeling
P8105 Data Science 1 | Final Project
End-to-end data analysis project examining state-level sports betting
adoption, revenue generation, and policy environments.
Key Contributions
- Collected, cleaned, and integrated United States Census data used
throughout the analysis.
- Built and evaluated predictive models, including least absolute
shrinkage and selection operator regression.
- Generated prediction and model performance figures used across the
public-facing website.
- Contributed to interpretation and communication of results.
🔗 View Project Website
Dynamic Games and Predator–Prey Systems Using Markov Decision
Processes
MATH-UN2015: Linear Algebra and Probability | Final Project
(Fall 2025)
Modeled predator–prey interactions as stochastic dynamic games using
Markov Decision Processes, transition matrices, and linear algebraic
value iteration.
Key Contributions
- Formulated predator–prey dynamics as finite-state Markov processes
with absorbing states.
- Encoded transitions and rewards using matrix and vector
representations.
- Solved Bellman equations via matrix inversion to compute long-run
value functions.
- Extended the model to a two-player stochastic game and analyzed
Markov Perfect Equilibria.
- Co-developed state-space design and dynamic game structure.
📄 View Final Paper