Solving Real-World Problems with Mathematics and Computing
Computational science draws upon applied mathematics, computer science, engineering, and the physical sciences. It is a multidisciplinary field that crosses the boundaries separating traditional fields of research from each other. Along with theory and physical experiment, it has become a third pillar of scientific investigation. In this talk, I will motivate modern computational science by surveying the relationships between engineering, the physical sciences, computer science, and applied mathematics. I will highlight several examples where the fusion of careful mathematics and computation was essential in tackling important real-world problems.
About the Speaker
Michael Parks is a senior member of the Technical Staff in the Computing Research Center at the Computer Science Research Institute at Sandia National Laboratories in Albuquerque, New Mexico. His research interests include computational fracture modeling, multi-scale modeling and simulation, domain decomposition methods, and iterative solvers. He serves as an editor for Applied Mathematics and Computation. He holds bachelor's degrees in computer science and physics as well as a master's degree in computer science from Virginia Tech. After completing his Ph.D. in computer science with the scientific computing group at the University of Illinois, he joined the staff at Sandia Labs in the fall of 2004.
The Pi Mu Epsilon series is made possible through the support of the UNL Mathematics Department, the Nebraska Alpha Chapter of Pi Mu Epsilon and the Nebraska Math Scholars program.