BEC: An Enhanced PGAS Parallel Programming Model
Abstract not provided.
Publications
Initial Experiences with the BEC Parallel Programming Environment
Abstract not provided.
The BEC Programming Model
Abstract not provided.
Belos: A Framework for Next-generation Iterative Linear Solvers
Abstract not provided.
Application Performance Assessment and Modeling
Abstract not provided.
Challenges in Programming Next-generation Parallel Computer Systems
Abstract not provided.
Application Performance on Multicore Architectures: Mantevo Project Some Results & Predictions
Abstract not provided.
The BEC parallel programming environment and initial applications
Abstract not provided.
The changing scope of Trilinos
Abstract not provided.
Trilinos Strategic Planning
Abstract not provided.
Software Engineering in the Trilinos Project: Then Now and To Come
Abstract not provided.
Improving the Development Process for CSE Software
Abstract not provided.
A Software Lifecycle Model for Research-to-Production Software Engineering
Abstract not provided.
Trilinos 101 Part II: Managing Trilinos Data
Abstract not provided.
Trilinos Overview and Futures
Abstract not provided.
Trilinos Strategic Planning
Abstract not provided.
Trilinos 101: Getting Started with Trilinos
Abstract not provided.
High performance computing for the application of molecular theories to biological systems
Abstract not provided.
Trilinos Brief Overview
Abstract not provided.
Solvers R&D: Algorithms to Z-Pinch
Abstract not provided.
An Evolutionary Path towards Virtual Shared Memory with Random Access
Circuit simulation: unique solution requirements
Abstract not provided.
BEC :a virtual shared memory parallel programming environment
An overview of PyTrilinos
Proposed for publication in ACM Transactions on Mathematical Software.
Abstract not provided.
Robust algebraic preconditioners using IFPACK 3.0
IFPACK provides a suite of object-oriented algebraic preconditioners for the solution of preconditioned iterative solvers. IFPACK constructors expect the (distributed) real sparse matrix to be an Epetra RowMatrix object. IFPACK can be used to define point and block relaxation preconditioners, various flavors of incomplete factorizations for symmetric and non-symmetric matrices, and one-level additive Schwarz preconditioners with variable overlap. Exact LU factorizations of the local submatrix can be accessed through the AMESOS packages. IFPACK , as part of the Trilinos Solver Project, interacts well with other Trilinos packages. In particular, IFPACK objects can be used as preconditioners for AZTECOO, and as smoothers for ML. IFPACK is mainly written in C++, but only a limited subset of C++ features is used, in order to enhance portability.
Results 151–175 of 186