Robust test for detecting a signal in a high dimensional sparse
normal vector
Dr. Monika Neda
Department of Mathematical Sciences
UNLV
Abstract
This talk addresses the mathematical approach in which we bridge some
of the gap between theory and computational practices. Accurate,
efficient and reliable simulation of turbulent flows is an essential
difficulty in many current industrial applications. Mathematical
insights into physical fidelity of the turbulence models of fluid will
enable such simulations. To that end, I will present the
investigation of the energy cascade and a numerical analysis of the
Crank-Nicholson scheme for an attractive family of models. The
analysis will be followed by numerical experiments