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Research in Mathematics and Statistics
at UT Martin
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Neglect of mathematics works injury to all knowledge, since he who is ignorant of it cannot know the other sciences or the things of this world.
Roger Bacon, famous non-mathematician
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Many of the UT Martin mathematics and statistics faculty
members are active in research. Some current areas
include:
- Chris
Caldwell
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computational
prime number theory
- John Cochran
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Differential Equations and Modeling
- Jason DeVito
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Compact Lie groups, Isometric group actions on Riemannian manifolds - Mickey
Dunlap
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bootstrapping,
Edgeworth expansion, regression
- Steve Elliott
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simple homotopy theory
- Louis
Kolitsch
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number theory / partition
theory (specifically Frobenius partitions)
- Stephanie Kolitsch
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approximations in p-adic
fields
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- Curtis J. Kunkel
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Ordinary Differential
Equations, Difference Equations,
Integral Equations, Time Scales, Functional
Analysis
- Desireé McCullough
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ranking and selection procedures,
Birnbaum-Saunders fatigue life distribution,
statistical computing/consulting
- Karoline Pershell Null
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Heegaard splittings of 3-manifolds
- John Schommer
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set-theoretic topology
- Brian Wagner
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combinatorics, graph theory,
decompositions of graphs & digraphs,
connectivity properties of graphs
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Listed
below are web pages associated with the academic interests
of some of the UT Martin mathematics faculty.
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