Dr. Kirk Bansak

Associate Professor

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Biography

Kirk Bansak is an Associate Professor in the Department of Political Science at the University of California, Berkeley. His research primarily focuses on causal inference, experimental design analysis, refugee resettlement, asylum politics, algorithmic decision-making, and public opinion. His scholarly works have been published in prestigious journals such as Science, Nature, and the American Political Science Review. Bansak has established himself as a significant contributor to the field of political science through his innovative research methods and interdisciplinary approach. He is also a faculty affiliate at the Immigration Policy Lab at Stanford University and ETH Zurich, as well as the Berkeley Interdisciplinary Migration Initiative. Bansak holds a Ph.D. from Stanford University, where he also earned a Master's degree in Statistics. Alongside his research, he is actively involved in teaching courses on quantitative analysis and political research at UC Berkeley.

Research Interests

Experience

Associate Professor

2020-01-01 — Present

University of California, Berkeley • Berkeley, CA

Teaching courses related to political science and conducting research in various areas.

Faculty Affiliate

2019-01-01 — Present

Immigration Policy Lab, Stanford University/ETH Zurich • Stanford, CA

Contributing to research initiatives focused on immigration policy.

Faculty Affiliate

2022-01-01 — Present

Berkeley Interdisciplinary Migration Initiative • Berkeley, CA

Collaborating on interdisciplinary approaches to migration issues.

Requirements for University of California, Berkeley

Doctorate Program
Requirements
GPA Requirement
Required:3
GRE Subject
Overall Score
Required:500
Overall
Required:500
TOEFL
Total
Required:90
IELTS
Overall
Required:7
Prerequisites
Bachelor's degree or recognized equivalent Preparation comparable to undergraduate major at Berkeley in Mathematics or Applied Mathematics 2 full years lower-division work (Calculus, Linear Algebra, Differential Equations, Multivariable Calculus) 8 one-semester upper-division courses (Real Analysis, Complex Analysis, Abstract Algebra, Linear Algebra)
Application Checklist
  • Graduate Application
  • Statement of Purpose
  • Personal History Statement
  • Three Letters of Recommendation
  • Unofficial Transcripts
  • C.V./Resume
  • Course and Textbook List
Specialization Notes

The Mathematics Subject GRE is required for the Fall 2026 admissions cycle. General GRE is optional.