Complex optimization for big computational and experimental neutron datasets.
We present a framework to use high performance computing to determine accurate solutions to the inverse optimization problem of big experimental data against computational models. We demonstrate how image processing, mathematical regularization, and hierarchical modeling can be used to solve complex optimization problems on big data. We also demonstrate how both model and data information can be used to further increase solution accuracy of optimization by providing confidence regions for the processing and regularization algorithms. We use the framework in conjunction with the software package SIMPHONIES to analyze results from neutron scattering experiments on silicon single crystals, and refine first principles calculations to better describe the experimental data.
Department of Mathematics, The University of Tennessee at Chattanooga, TN, 37403, USA. Computer Science and Mathematics Division, Oak Ridge National Laboratory, One Bethel Valley Road, PO Box 2008, MS-6211, Oak Ridge, TN 37831-6211, USA.
Feng
F
Bao
Richard
R
Archibald
Jennifer
J
Niedziela
Dipanshu
D
Bansal
Olivier
O
Delaire