Dr. Mark Rudelson

Professor

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Biography

Mark Rudelson is a Professor in the Department of Mathematics at the University of Michigan. He earned his Ph.D. from the Hebrew University of Jerusalem in 1997. His current research interests include Random Matrix Theory, which involves the study of spectral geometric properties of random graphs, as well as exploring questions in geometric functional analysis. His work focuses on the geometric properties of high-dimensional normed spaces and convex bodies, contributing significantly to these fields. Rudelson's innovative approach to research and education has made him a respected figure in mathematics.

Research Interests

Random Matrix Theory Spectral Geometric Properties Random Graphs Geometric Functional Analysis High-Dimensional Normed Spaces Convex Bodies

Requirements for University of Michigan

Master Program
Requirements
GPA Requirement
Required:3.5
TOEFL
Total
Required:84
GRE General
Verbal
Required:155
Verbal Percentile
Required:50
Quantitative
Required:168
Quantitative Percentile
Required:50
Analytical Writing
Required:3.6
Writing Percentile
Required:50
Prerequisites
Bachelor degree in engineering, physics, or mathematics Calculus Physics
Application Checklist
  • Rackham Graduate School Application
  • Official Transcripts
  • 3 Letters of Recommendation
  • Academic Statement of Purpose
  • Personal Statement
  • CV/Resume
Specialization Notes

Department of Electrical Engineering and Computer Science