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Computation版 - paralllel eigensolver
相关主题
稀疏矩阵压缩复数矩阵对角化有多快?
直接用NR的源程序需要注意什么吗?mklman is by far the most grandious reference manual i've seen
求矩阵逆的算法请教一个fortran 90编程的问题
Fast solver of linear equation systemlapack++ and blitz++
请问如何在C++中使用lapack?[合集] 这里有lapack用的比较熟悉的人吗?
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有没有用Lapack的?stable diagonalizer for symmetric eigenproblem
LAPACK++ Re: 求解PDE时,用到大型的矩阵,C++里怎么处理?怎么估计一个矩阵对角化需要的时间?
相关话题的讨论汇总
话题: paralllel话题: parallel话题: however话题: thousands
进入Computation版参与讨论
1 (共1页)
o*******e
发帖数: 31
1
Does anybody happen to know any parallel eigensolver suitable
for following system?
The system I am dealing with is banded Hermitian, however
pretty big (size: thousands by thousands, band width:
several hundred). I need selected eigenvalues and eigenvectors.
Actually, I only need the lowest one.
I were using ZHBVEX in LAPACK, it satisfied by requirment well.
However, I have to reduce my grid size to make my problem get
a converged result. Thus I prefer to change to a Parallel
solver.
thx
1 (共1页)
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相关主题
怎么估计一个矩阵对角化需要的时间?请问如何在C++中使用lapack?
我也有一个对角化的问题problem about Fortran 77 in unix
求助:DGBTRS 有没有用Lapack的?
求QR分解的C源代码? (转载)LAPACK++ Re: 求解PDE时,用到大型的矩阵,C++里怎么处理?
稀疏矩阵压缩复数矩阵对角化有多快?
直接用NR的源程序需要注意什么吗?mklman is by far the most grandious reference manual i've seen
求矩阵逆的算法请教一个fortran 90编程的问题
Fast solver of linear equation systemlapack++ and blitz++
相关话题的讨论汇总
话题: paralllel话题: parallel话题: however话题: thousands