Dr. Thomas Sinclair

Associate Professor

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Biography

Thomas Sinclair is an Associate Professor in the Department of Mathematics at Purdue University. His research interests focus on the study of von Neumann algebras, deformation and rigidity theory, geometric measurable group theory, and model theory operator algebras. With a strong emphasis on these areas, he has contributed significantly to the understanding and development of mathematical frameworks essential for the advancement of these fields. Sinclair's expertise in operator algebras provides foundational knowledge that supports a variety of mathematical inquiries, further enriching the academic environment at Purdue University.

Research Interests

Von Neumann Algebras Deformation Theory Rigidity Theory Geometric Measurable Group Theory Model Theory

Requirements for Purdue University

Master Program
Requirements
GPA Requirement
Required:3.5
TOEFL
Listening
Required:22
Reading
Required:22
Writing
Required:22
Speaking
Required:22
Total
Required:100
IELTS
Listening
Required:7
Reading
Required:7
Writing
Required:7
Speaking
Required:7
Overall
Required:7.5
Duolingo
Overall Score
Required:135
Overall
Required:135
Prerequisites
Bachelor's degree in CS or related field Foundational concepts of computer science Data structures Computer architecture Operating systems Mathematics through differential equations Linear and matrix algebra
Application Checklist
  • Official Transcripts
  • Academic Statement of Purpose
  • Personal History Statement
  • Resume
  • Three Letters of Recommendation
  • CS Supplementary Form
Specialization Notes

GRE is not required.