Applied and Numerical Analysis
We develop work in several areas of applied and numerical analysis, including computational fluid dynamics, inverse problems, numerical methods for differential and integral equations, and computational geometry. More specifically:
- Integral and ordinary differential equations and applications
- Continuous-Discrete Kalman Filtering Methods
- Fractional differential equations
- Delay-advanced differential and difference equations
- Partial differential equations - Fluid mechanics
- Meshless methods - Method of Fundamental Solutions
- Inverse source and obstacle problems
- Optimization and computational geometry
