Research Areas

Applied mathematics can be seen as the enabling science, leading to better understanding of system behavior as well as insight into how systems can be manipulated to achieve desired behavior. These two issues fall under the umbrellas of system modeling and the control and optimization for these systems. In each case, new mathematics are needed for the analysis and computation of these models, controls and optimal designs. The complexity of modern systems makes this a truly interdisciplinary task, requiring expertise from all areas of mathematics as well as disciplinary specialists from the sciences, engineering, statistics and computer science. Future researchers need to be trained in the interface of these disciplines.

ICAM has expertise in a number of important areas in applied mathematics. Many of these areas are listed below. Other evidence of our breadth is illustrated in that we are involved with.

Computational Fluid Dynamics

Verification and Validation of fluid models. Large eddy simulation. Scientific computing.

Control of Distributed Parameter Systems

Summary.

Numerical Analysis

Numerical Methods for Partial Differential Equations

PDE Constrained Optimization

Reduced-Order Modeling

Sensitivity Analysis

Singular Integral Equations

Thermal Modeling

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