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Name |
General Area of Expertise |
More Specific Research Topics |
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Gene Abrams |
Algebra |
- Associative rings and modules
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Leavitt algebras and connections to C*-algebras
- Graded algebras
- Equivalences between module categories
- Rings with local units |
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Bob Carlson |
Analysis & Differential Equations |
- Mathematical modeling involving differential equations
- Pattern recognition and pattern matching algorithms
- Computer vision
- Computational mathematics |
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Radu Cascaval |
Applied Analysis & Computational Mathematics |
- Spectral theory of integrable systems
- Nonlinear PDEs and fluid mechanics
- Applications in optical communications, physiology & medicine |
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Sarbarish Chakravarty |
Differential Equations & Applied Math |
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Jim Daly |
Harmonic Analysis |
-Applications to statistics and signal/image processing |
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Greg Morrow |
Probability and Statistics |
- Statistics of Optical Communication Systems
- Theory of Large Deviations
- Mathematical Population Genetics |
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Keith Phillips |
Harmonic Analysis |
- Computer Vision
- Optimization |
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K.M. Rangaswamy |
Algebra |
-Abelian Groups
-Associative Rings and modules |
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Rinaldo Schinazi
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Probability and Statistics |
- Probability models in population biology and epidemiology
- Interacting particle systems |
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Seung Son |
Number Theory |
- Ramanujan's theory
- Special functions
- Continued fractions
- Modular equations
- q-series
- Partition functions |
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Yu Zhang
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Probability and Statistics |
-Mathematical Physics and Biological Models Including Percolation Theory, First Passage Percolation, Infinite Particle Systems and Random Graphs
-General Probability Theory Including the Central Limit Theorem by Martingale Approaches
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