Dr. Paul Waddell

Professor

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Biography

Paul Waddell teaches and conducts research modeling planning domains such as land use, housing, economic geography, transportation, and environment. He led the development of the UrbanSim model for urban development, which is used by Metropolitan Planning Organizations and local agencies for operational planning in various U.S. metropolitan areas, including Detroit, Houston, Phoenix, Salt Lake City, San Francisco, and Seattle, as well as an expanding list of cities in Europe, Asia, and Africa. His current research focuses on assessing the impacts of land use regulations and transportation investments on spatial patterns of real estate development, travel behavior, emissions, and resource consumption. In addition, he is actively working on engaging public participation in complex policy choices. Over the past five years, Professor Waddell has served as Principal Investigator and Co-Principal Investigator on numerous research grants from the National Science Foundation, Environmental Protection Agency, and Federal Highway Administration, among others. He has provided consulting services to local governments in developing and applying analytic tools for decision support and began his professional career as a regional planner with the North Central Texas Council of Governments. Professor Waddell has also served on the editorial boards of prominent journals in planning, geography, transportation, and urban economics.

Research Interests

Courses

CP255 Urban Informatics Visualization CP207 Urban Land Housing Markets

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.