Greg Lee
Greg Lee
Professor
Graduate Program Coordinator
Contact Information
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Office: |
Ryan Building 2005 |
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Phone: |
807-346-7867 |
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Email: |
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Webpage: |
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Office Hours: |
Tuesdays and Fridays: 1:30 pm - 2:30 pm |
Teaching (2012-2013)
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Fall 2012 |
Math 4030 FA/FB - Probability and Statistics |
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\\Winter 2013 |
Math 2070 WA - Applied Analysis II |
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Math 2275 WA - Linear Algebra II |
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Education
BMath University of Waterloo, 1993
MSc - University of Alberta 1995
PhD - University of Alberta 2000
BMath University of Waterloo, 1993
MSc - University of Alberta 1995
PhD - University of Alberta 2000
Work Experience
2010-Present Professor, Lakehead University
2006- 2010 Associate Professor, Lakehead University
2003-2006 Assistant Professor, Lakehead University
2002-2003 Assistant Professor, University of Prince Edward Island
2000-2002 Post Doctoral Fellow, University of Wisconsin-Madison
2006- 2010 Associate Professor, Lakehead University
2003-2006 Assistant Professor, Lakehead University
2002-2003 Assistant Professor, University of Prince Edward Island
2000-2002 Post Doctoral Fellow, University of Wisconsin-Madison
Current Research Interests
Group rings, noncommutative algebra.
Group rings, noncommutative algebra.
Selected Publications
- G.T. Lee, "Group identities on units and symmetric units of group rings", Springer, London, 2010
- G. T. Lee, S. K. Sehgal, E. Spinelli, Lie properties of symmetric elements in group rings II, J. Pure Appl. Algebra 213 (2009), 1173-1178
- G. T. Lee, S. K. Sehgal, E. Spinelli, Group algebras whose symmetric and skew elements are Lie solvable, Forum Math. 21(2009), 661-671
- G. T. Lee, E. Spinelli, Group rings whose symmetric units are solvable, Comm. Algebra 37 (2009), 1604-1618
G. T. Lee, C. Polcino Milies, S. K. Sehgal, Group rings whose symmetric units are nilpotent, J. Group Theory 10 (2007), 685-701 - G. T. Lee, Groups whose irreducible representations have degree at most 2, J. Pure Appl. Algebra 199 (2005), 183-195

