Dr. David Kribs

Professor

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Biography

David Kribs is a Professor and University Research Chair in the Department of Mathematics and Statistics at the University of Guelph, where he conducts research in the field of quantum information. His work focuses on quantum error correction, entanglement theory, and quantum cryptography, addressing essential problems in theoretical and experimental quantum information science. He employs advanced mathematical techniques, such as matrix theory and operator algebras, to explore the impact of environmental noise on quantum systems and to develop methods for safeguarding quantum information. In addition to his academic responsibilities, he supervises MSc and PhD students and is actively involved in collaborations with researchers from Africa, Europe, and the U.S. As a member of several institutes, including the Guelph-Waterloo Physics Institute and the Perimeter Institute, Kribs seeks to integrate academic and research opportunities on a global scale.

Research Interests

Experience

Professor & University Research Chair

— Present

University of Guelph • Guelph, ON, Canada

Leader in quantum information research within the Department of Mathematics and Statistics.

Awards

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NSERC Discovery Grant

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NSERC Discovery Accelerator Supplement

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Ontario Early Researcher Award

Requirements for University of Guelph

Master Program
Requirements
GPA Requirement
Required:3
IELTS
Listening
Required:6
Reading
Required:6
Writing
Required:6
Speaking
Required:6
Overall
Required:6.5
TOEFL
Listening
Required:21
Reading
Required:21
Writing
Required:21
Speaking
Required:21
Total
Required:89
Prerequisites
Honours baccalaureate degree in a relevant field or DVM degree Identify a potential faculty advisor
Application Checklist
  • Online application
  • Official transcripts
  • Two academic reference assessments
  • Statement of interest
  • English language proficiency test results (if applicable)
Specialization Notes

Department of Clinical Studies. Offers MSc by thesis (2 years) and MSc by coursework (1 year).