We present a performance model to analyze a parallel sparse LU factorization algorithm on modern cached-based, high-end parallel architectures. Our model characterizes the algorithmic behavior bytaking account the underlying processor speed, memory system performance, as well as the interconnect speed. The model is validated using the SuperLU_DIST linear system solver, the sparse matrices from real applications, and an IBM POWER3 parallel machine. Our modeling methodology can be easily adapted to study performance of other types of sparse factorizations, such as Cholesky or QR
We present an out-of-core sparse nonsymmetric LU-factorization algorithm with partial pivoting. We h...
Several fine grained parallel algorithms were developed and compared to compute the Cholesky factori...
The paper proposes an analytical model for estimating the performance of Pipelined Ring algorithm fo...
We present a simulation-based performance model to analyze a parallel sparse LU factorization algori...
We present a performance model to analyze a parallel sparseLU factorization algorithm on modern cach...
We investigate performance characteristics for the LU factorization of large matrices with various ...
We investigate performance characteristics for the LU factorization of large matrices with various s...
Sparse parallel factorization is among the most complicated and irregular algorithms to analyze and ...
Sparse parallel factorization is among the most complicated and irregular algorithms to analyze and ...
Colloque avec actes et comité de lecture. internationale.International audienceThis paper describes ...
Solving large sparse linear systems is at the heart of many application problems arising from scient...
Sparse linear systems occur in areas such as finite element methods and statistics. These system...
In this paper we present several improvements of widely used parallel LU factorization methods on sp...
Cholesky factorization is a fundamental problem in most engineering and science computation applicat...
This thesis presents a parallel algorithm for the direct LU factorization of general unsymmetric spa...
We present an out-of-core sparse nonsymmetric LU-factorization algorithm with partial pivoting. We h...
Several fine grained parallel algorithms were developed and compared to compute the Cholesky factori...
The paper proposes an analytical model for estimating the performance of Pipelined Ring algorithm fo...
We present a simulation-based performance model to analyze a parallel sparse LU factorization algori...
We present a performance model to analyze a parallel sparseLU factorization algorithm on modern cach...
We investigate performance characteristics for the LU factorization of large matrices with various ...
We investigate performance characteristics for the LU factorization of large matrices with various s...
Sparse parallel factorization is among the most complicated and irregular algorithms to analyze and ...
Sparse parallel factorization is among the most complicated and irregular algorithms to analyze and ...
Colloque avec actes et comité de lecture. internationale.International audienceThis paper describes ...
Solving large sparse linear systems is at the heart of many application problems arising from scient...
Sparse linear systems occur in areas such as finite element methods and statistics. These system...
In this paper we present several improvements of widely used parallel LU factorization methods on sp...
Cholesky factorization is a fundamental problem in most engineering and science computation applicat...
This thesis presents a parallel algorithm for the direct LU factorization of general unsymmetric spa...
We present an out-of-core sparse nonsymmetric LU-factorization algorithm with partial pivoting. We h...
Several fine grained parallel algorithms were developed and compared to compute the Cholesky factori...
The paper proposes an analytical model for estimating the performance of Pipelined Ring algorithm fo...