The department faculty are engaged in broad categories of research. The following table gives the research interest of respective faculty in the department.
Faculty |
Research Interest |
Dr. Halima Ali |
- Applied Mathematics
- Divertor Physics
- Magnetic Fusion, Nonlinear Dynamics and its Application to Nuclear Fusion
|
Dr. Francis Erebholo |
- Correlated Generalized Linear Models
- Error Analysis of Certain Numerical integration Schemes for Partial Differential Equations
- Logistic Regression Modeling
- Longitudinal Data Analysis
- Mathematics education
- Missing Data
- Numerical analysis
- Regressive Logistic
- Regression Modeling
- Repeated Measures
- Statistical analysis with missing data using the model of disposition
- Statistics Education, and the Decline in Mathematics Identity among the African Americans and other Minority Groups
|
Dr. Dejenie Lakew |
- Clifford analysis
- Functional analysis
- ODEs
- Operator theory
- PDEs
|
Dr. Huihui Lin |
- Copula model for discrete longitudinal data
- Data analytics;
- Statistical modeling and analysis
|
Dr. Ridha Moussa |
- Differential Equations
- Functional Analysis
- Mathematical Education Remedial/Advanced Student-centered Instruction
- Mathematical Physics and Applied Mathematics
- Numerical Analysis
- Probability and Statistics
- Real and Complex Analysis
- Special Functions
- Scientific and Symbolic Computing
- Technology-based Instruction
|
Dr. Alkesh Punjabi |
- Controlled thermonuclear fusion
- Fusion Science and Nonlinear Dynamics
|
Dr. Nar Rawal |
- Elliptic and Parabolic PDE
- Evolution Equations with Nonlocal Dispersal
- Time Periodic Nonlocal Dispersal Operators and Applications
|
Ms. Gabrielle Smith |
- Between-Host Systems
- Data Science
- Ecology
- Epidemiology
- Mathematical Biology
- Mathematical Modeling
- Computational Biology
- Data Analytics
- Interdisciplinary Sciences
- One Health
- Predictive Modeling
- Public Health
- Wildlife Epidemiology
|
Dr. Arun Verma |
- Controlled thermonuclear fusion
- Educational technology
- Numerical modeling and simulation
- Perturbation techniques used in problems related to fluid dynamics
- Solid mechanics
|