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| INSTRUCTION | |
| The Department has twenty (20) Ph.D. graduate faculty with interests in a wide variety of mathematical and statistical disciplines. They have published numerous research papers and books, and there are several active grants. See the listing below for specifics. | |
| The classes are small, ranging from four to fifteen. The faculty are dedicated to quality instruction and to helping graduate and undergraduate students. Ten of the faculty have received outstanding teacher awards. | |
| THE GRADUATE FACULTY | |
| F. Al-Rubaee (Ph.D., Courant Inst./NYU) low-dimensional topology and knot theory | |
| D. Bell (Ph.D., Warwick) stochastic analysis, measures on vector spaces | |
| A. Boules (Ph.D., Michigan State) numerical partial differential equations, matrix computations, linear programming | |
| P. Braza (Ph.D., Northwestern) applied mathematics, bifurcation phenomena and nonlinear dynamics | |
| E. Buzaianu (Ph.D., Syracuse) ranking and selection procedures (in particular, comparison with a control and curtailment procedures), multiple comparisons, clinical trials, statistical computing, survival analysis, logistic regression, longitudinal analysis | |
| M. DeDeo-Lefkowitz (Ph. D., University of California - San Diego) analytic number theory, number theoretic approaches to graph theory | |
| D. Dreibelbis (Ph.D., Brown) geometry, differential geometry, singularity theory | |
| R. Dumitru (Ph.D., University of Cincinnati) c*-algebras, quantum groups, von neumann algebras, k-theory, dynamical systems | |
| D. Genova (Ph.D. University of South Florida) biomolecular computing, formal language theory, structural graph theory | |
| J. Gleaton (Ph.D., University of South Carolina) analysis of quantitative data, statistics | |
| S. Hamid (Ph.D., Texas A&M) operator theory, functional analysis | |
| D. Hay (Ph.D., University of Houston) functional analysis, operator spaces, operator algebras, operator theory | |
| S. Hochwald (Ph.D., California, Berkeley) operator theory, analysis, number theory | |
| O. Milatovic (Ph.D., Northeastern University) partial differential equations, spectral theory of partial differential operators | |
| D. Mohr (Ph.D., Princeton) applications of statistics, time series, growth curves | |
| C. Panchal (Ph.D., Montana) integral equations, analysis | |
| R. Patterson (Ph.D., Kent State) summability | |
| M. M. Rahman (Ph.D., Arizona State) stochastic differential equations, computational mathematical biology, numerical analysis and scientific computing | |
| R. Rao (Ph.D., Madurai) ring theory, nonassociative binary systems, mathematical and instructional computing | |
| P. Sa (Ph.D., South Carolina) linear models, response surface methodology, statistical inference | |
| P. Sen (Ph.D., Ohio State) stochastic models, deterministic models, estimation theory | |
| J. Tong (Ph.D., Wayne State) general topology, number theory, analysis | |
| K. Wang (Ph.D., University of South Carolina) numerical analysis, scientific computing, finite element methods, domain decomposition methods and their parallel implementation, discontinuous galerkin methods, time-harmonic maxwell equations | |
| P. Wludyka (Ph.D., Clemson) industrial statistics, statistical methods useful in quality improvement | |
| M. Zhan (Ph.D., Indiana) applied mathematics, partial differential equations, numerical analysis |