A New Era of Data-Enabled Computational Science
The 2017 MICDE Symposium
Agenda
All times are noted in Eastern Daylight Time (GMT -4). Click item for details.
8:00 a.m. — Registration Opens
Light breakfast items and coffee
8:30 a.m. — Welcome, Eric Michielssen, Associate Vice President, Advanced Research Computing
8:45 a.m. — MICDE: A Defining Year, Krishna Garikipati
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9:00 a.m. — Frederica Darema, Director, Air Force Office of Scientific Research
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9:45 a.m. — Laura Balzano, U-M Department of Electrical Engineering and Computer Science
Learning low-rank models with missing data
Low-dimensional linear subspace approximations to high-dimensional data are powerful enough to capture a great deal of structure in many signals, and yet they also offer simplicity and ease of analysis. Because of this they have provided a powerful tool to many areas of engineering and science: problems of estimation, detection and prediction, with applications such as network monitoring, collaborative filtering, object tracking in computer vision, and environmental sensing. We focus on this problem with two constraints: First, our data are streaming, and second, our data may be highly corrupted. Corrupt and missing data are the norm in many massive datasets, not only because of errors and failures in data collection, but because it may be impossible to collect and process all the desired measurements. In this talk, I will describe results and demonstrate algorithms for estimating subspace projections from streaming and incomplete data. The family of algorithms is based on GROUSE (Grassmannian Rank-One Update Subspace Estimation), a subspace tracking algorithm that performs incremental gradient descent on the Grassmannian (the manifold of all d-dimensional subspaces for a fixed d). We’ll see the application to two problems in computer vision: realtime separation of background and foreground in video and realtime structure from motion.
Bio: Laura Balzano is an assistant professor in Electrical Engineering and Computer Science at the University of Michigan. She is an Intel Early Career Faculty Honor Fellow and received an NSF BRIGE award. She received all her degrees in Electrical Engineering: BS from Rice University, MS from the University of California in Los Angeles, and PhD from the University of Wisconsin. She received the Outstanding MS Degree of the year award from the UCLA EE Department, and the Best Dissertation award from the University of Wisconsin ECE Department. Her main research focus is on modeling with highly incomplete or corrupted data, and its applications in networks, environmental monitoring, and computer vision. Her expertise is in statistical signal processing, matrix factorization, and optimization.
10:15 a.m. — George Karniadakis, Professor of Applied Mathematics, Brown University
From solving PDEs to machine learning PDEs: An Odyssey in Computational Mathematics
In the last 30 years I have pursued the numerical solution of partial differential equations (PDEs) using spectral and spectral elements methods for diverse applications, starting from deterministic PDEs in complex geometries, to stochastic PDEs for uncertainty quantification, and to fractional PDEs that describe non-local behavior in disordered media and viscoelastic materials. More recently, I have been working on solving PDEs in a fundamentallly different way. I will present a new paradigm in solving linear and nonlinear PDEs from noisy measurements without the use of the classical numerical discretization. Instead, we infer the solution of PDEs from noisy data, which can represent measurements of variable fidelity. The key idea is to encode the structure of the PDE into prior distributions and train Bayesian nonparametric regression models on available noisy data. The resulting posterior distributions can be used to predict the PDE solution with quantified uncertainty, efficiently identify extrema via Bayesian optimization, and acquire new data via active learning. Moreover, I will present how we can use this new framework to learn PDEs from noisy measurements of the solution and the forcing terms.
Bio: George Karniadakis received his S.M. and Ph.D. from Massachusetts Institute of Technology. He was appointed Lecturer in the Department of Mechanical Engineering at MIT in 1987 and subsequently he joined the Center for Turbulence Research at Stanford / Nasa Ames. He joined Princeton University as Assistant Professor in the Department of Mechanical and Aerospace Engineering and as Associate Faculty in the Program of Applied and Computational Mathematics. He was a Visiting Professor at Caltech in 1993 in the Aeronautics Department and joined Brown University as Associate Professor of Applied Mathematics in the Center for Fluid Mechanics in 1994. After becoming a full professor in 1996, he continues to be a Visiting Professor and Senior Lecturer of Ocean/Mechanical Engineering at MIT. He is a Fellow of the Society for Industrial and Applied Mathematics (SIAM, 2010-), Fellow of the American Physical Society (APS, 2004-), Fellow of the American Society of Mechanical Engineers (ASME, 2003-) and Associate Fellow of the American Institute of Aeronautics and Astronautics (AIAA, 2006-). He received the Ralf E Kleinman award from SIAM (2015), the J. Tinsley Oden Medal (2013), and the CFD award (2007) by the US Association in Computational Mechanics. His h-index is 79 and he has been cited over 32,500 times.
(Information from http://www.cfm.brown.edu/faculty/gk/)
11:00 a.m. — Break
11:15 a.m. — Karen Willcox, Professor of Aerospace and Aeronautics, Massachusetts Institute of Technology, Co-Director of MIT Center for Computational Engineering
Data to decisions for the next generation of complex engineered systems
The next generation of complex engineered systems will be endowed with sensors and computing capabilities that enable new design concepts and new modes of decision-making. For example, new sensing capabilities on aircraft will be exploited to assimilate data on system state, make inferences about system health, and issue predictions on future vehicle behavior—with quantified uncertainties—to support critical operational decisions. However, data alone is not sufficient to support this kind of decision-making; our approaches must exploit the synergies of physics-based predictive modeling and dynamic data. This talk describes our recent work in adaptive and multifidelity methods for optimization under uncertainty of large-scale problems in engineering design. We combine traditional projection-based model reduction methods with machine learning methods, to create data-driven adaptive reduced models. We develop multifidelity formulations to exploit a rich set of information sources, using cheap approximate models as much as possible while maintaining the quality of higher-fidelity estimates and associated guarantees of convergence.
Bio: Karen E. Willcox is Professor of Aeronautics and Astronautics at the Massachusetts Institute of Technology. She is also Co-Director of the MIT Center for Computational Engineering and formerly the Associate Head of the MIT Department of Aeronautics and Astronautics.Willcox holds a Bachelor of Engineering Degree from the University of Auckland, New Zealand, and masters and PhD degrees from MIT. Prior to MIT, she worked at Boeing Phantom Works with the Blended-Wing-Body aircraft design group. Her research at MIT has produced scalable methods for model reduction and new multi-fidelity formulations for design under uncertainty, which are widely applied in aircraft system design and environmental policy decision-making. Willcox is currently Co-director of the Department of Energy DiaMonD Multifaceted Mathematics Capability Center on Mathematics at the Interfaces of Data, Models, and Decisions, and she leads an Air Force MURI on optimal design of multi-physics systems. She has co-authored more than 60 papers in peer-reviewed journals and advised more than 40 graduate students, including 16 PhD students. Willcox is an Associate Fellow of the AIAA and member of SIAM, ASEE and ASME, serving in multiple leadership positions within AIAA and SIAM. In addition to her research pursuits, Willcox is active in education innovation as co-Chair of the MIT Online Education Policy Initiative and Chair of the MIT OpenCourseWare Faculty Advisory Board. She is a recognized innovator in the U.S. education landscape, where she is a 2015 recipient of the First in the World Department of Education grant.
(Information from http://kiwi.mit.edu)
12:00 p.m. — Lunch and Poster Session
Lunch time happenings
Students and post-docs will be available to talk to you about their posters from 12:30 – 2:00 p.m.
The projects from the 2017 NVIDIA Visualization Challenge will be on display.
MICDE is part of U-M Advanced Research Computing (ARC). Our three partner units, Advanced Research Computing – Technological Services (ARC-TS), Consulting for Statistics, Computing and Analytics Research (CSCAR), and the Michigan Institute for Data Science (MIDAS) will be on site during lunch to answer any questions you have about ARC resources, services and research initiatives.
The U-M 3D Lab will bring a 3D demo and answer questions about the resources they have available to researchers at U-M.
Please RSVP if you are planning on attending lunch.
2:00 p.m. — Jacqueline H. Chen, Distinguished Member of Technical Staff at the Combustion Research Facility, Sandia National Laboratories
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(Information from http://crf.sandia.gov/combustion-research-facility/working-with-the-crf/crf-staff-2/jacqueline-chen )
2:45 p.m. — Emanuel Gull, U-M Department of Physics
Numerical Methods for the Many-Electron Problem
Electrons in solids follow the laws of quantum mechanics. In many systems their subtle quantum interplay causes unusual but exciting and technically relevant ‘strong correlation’ effects, including magnetism, superconductivity, or charge order. These effects are difficult to describe in an unbiased way using traditional methods of solid state theory, but advances in the field of numerical methods for the quantum many-body problem have opened new approaches. Large compute clusters and supercomputers play a crucial role in the solution of the resulting equations. We will introduce some of these methods and show how they are useful in describing electron correlation physics, outline computational and theoretical challenges and illustrate the need for theory and algorithm development.
Bio: Professor Gull works in the general area of computational condensed matter physics with a focus on the study of correlated electronic systems in and out of equilibrium. He is an expert on Monte Carlo methods for quantum systems and one of the developers of the diagrammatic ‘continuous-time’ quantum Monte Carlo methods. Professor Gull has received the DOE Early Career Award and the Nevill Mott SCES prize in 2013, as well as was named a Sloan Fellow in 2014. His recent work includes the study of the Hubbard model using large cluster dynamical mean field methods, the development of vertex function methods for optical (Raman and optical conductivity) probes, and the development of bold line diagrammatic algorithms for quantum impurities out of equilibrium. Professor Gull is involved in the development of open source computer programs for strongly correlated systems.
3:15 p.m. — Break
3:30 p.m. — J. Tinsley Oden, Director of the Institute for Computational Engineering and Sciences, A.V.P. for Research, University of Texas at Austin
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