High-Performance Computing Simulation and Data Science

Project Highlights

 
FY2021

Click on any of the project titles below to view a brief project summary,
or return to our Project Highlights page to view lists of FY21 projects in other research categories.

Project Title Project Code Project Type Project Status
MADSTARE: Modeling and Analysis for Data-Starved or Ambiguous Environments 19-SI-004 Strategic Initiative Final
High-Performance Parallel Simulations for Whole-Cell Modeling 19-ERD-030 Exploratory Research Final
Heterogeneous Computing Elements: A Quantitative Evaluation 19-ERD-004 Exploratory Research Final
Automatic Design of Transport Systems Through Topology Optimization on Adaptively Refined Computational Grids 19-ERD-035 Exploratory Research Final
Next Generation Machine Learning 19-ERD-007 Exploratory Research Final
Machine Learning-Driven Dynamic Four-Dimensional X-Ray Computed Tomography Reconstruction 20-FS-010 Feasibility Study Final
Scalable Multilevel Training of Large Neural Networks 19-ERD-019 Exploratory Research Final
Advanced Physics Models for Particle-to-Particle Interactions 19-ERD-025 Exploratory Research Final
Reliable Linear Solvers in Unreliable Computing Environments 21-FS-007 Feasibility Study Final
The Applicability of Unit Systems to High-Performance Computing Applications 21-FS-016 Feasibility Study Final
Scalable Motif-Driven Parallel Generative Adversarial Net for Community Detection 21-FS-029 Feasibility Study Final
Using a Compressed Format for Floating-Point Data as a Data Type to Create Adaptive-Precision Compressed Arrays 21-FS-028 Feasibility Study Final
Efficient Reduced-Order Models for Multi-Physics Simulations 21-FS-042 Feasibility Study Final
Automated Software Integration 21-SI-005 Strategic Initiative Continuing
Learning a Nonlinear Solver Optimized to Solve the Problem of Electron Density and Effective Atomic Number Reconstruction 21-FS-013 Feasibility Study Continuing
Hypothesis Testing via Artificial Intelligence: Generating Physically Interpretable Models of Scientific Data with Machine Learning 19-DR-003 Disruptive Research Continuing
Scientific Machine Learning at Extreme Scale: Optimal Control for Deep Learning in High-Performance Computing 21-ERD-051 Exploratory Research Continuing
Beating Monte Carlo: The Polynomial Method in Lattice Problems 19-DR-013 Disruptive Research Continuing
Exact Representation of Curved Material Interfaces and Boundaries in High-Order Finite Element Simulations 21-ERD-031 Exploratory Research Continuing
DENAS: Deep Neuroevolution at Scale 21-ERD-026 Exploratory Research Continuing