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| Name: |
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George McNinch |
| Title: |
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Assistant Professor
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| Departmental Affiliation: |
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Mathematics Department
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| Degrees: |
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Ph.D. 1996, University of Oregon |
| Expertise: |
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The structure and representations of algebraic groups
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| Major Awards: |
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Principal investigator for US National Science Foundation Grant DMS04 37482 (2004 - 2007),
Principal investigator for US National Science Foundation Grant DMS99 70301 (1999 - 2002) |
| E-mail: |
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george.mcninch@tufts.edu
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| Other websites: |
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http://www.tufts.edu/~gmcnin01
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| Scholarship & Research: |
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Some recent papers include:
"On the centralizer of the sum of commuting nilpotent
elements", to appear in the volume of J. Pure and Applied Algebra
dedicated to the 60th birthday of E. Friedlander.
arXiv:math.RT/0412283
"Optimal SL(2)-homomorphisms", Commententarii Mathematici
Helvetici 80 (2005) 391-426. math.RT/0309385
"Nilpotent orbits over ground fields of good characteristic",
Mathematische Annalen 329 (2004) 49-85, arXiv:math.RT/0209151.
"Sub-principal homomorphisms in positive characteristic",
Mathematische Zeitschrift 244 (2003)
433--455. arXiv:math.RT/0108140.
joint with Eric Sommers, "Component groups of unipotent
centralizers in good characteristic", J. Algebra 260 (2003)
323-337 (Volume in Honor of the 80th birthday of
R. Steinberg). arXiv:math.RT/0204275.
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