[Trilinos-Users] [EXTERNAL] Question about AnasaziBasicEigenproblem

홍광우 yuriprime at kaist.ac.kr
Thu Sep 4 05:05:23 MDT 2014


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If I use setDebugStatusTest() method, does the speed of calculations become slow? 




Kwangwoo Hong
Ph.D Candidate
Computational Quantum Molecular Science Lab.

Department of Chemistry, KAIST

(Tel) +82-42-350-2855








-----------------------원본메일-----------------------
보낸사람 : "Thornquist, Heidi K" <hkthorn at sandia.gov>
받는사람: 홍광우<yuriprime at kaist.ac.kr>,"trilinos-users at software.sandia.gov" <trilinos-users at software.sandia.gov>
보낸날짜: 2014-09-03 04:55:58 GMT +0900 (Asia/Seoul)
제목: Re: [EXTERNAL] [Trilinos-Users] Question about AnasaziBasicEigenproblem






Hi Kwangwoo,


Anasazi only returns the eigenvectors that are considered converged with the given criterion (usually tolerance).  Any unconverged vectors are not returned, as they do not meet the criterion for being called (approximate) eigenvectors for the problem.
  If you are interested in seeing all the Ritz vectors (and values), you can pass in a debug status test object via the setDebugStatusTest() method that monitors the iteration and candidate eigenpairs by calling getRitzValues and getRitzVectors.  That will
 give you access to those unconverged eigenpairs.


Thanks,
Heidi




-- 


Heidi K. Thornquist

Electrical Models & Simulation
Sandia National Laboratories
Albuquerque, NM  87185-1323








From: 홍광우 <yuriprime at kaist.ac.kr>
Date: Tuesday, September 2, 2014 1:05 AM
To: "trilinos-users at software.sandia.gov" <trilinos-users at software.sandia.gov>
Subject: [EXTERNAL] [Trilinos-Users] Question about Anasazi BasicEigenproblem




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Dear Trilinos developers and users,



Hello. I use Anasazi BasicEigenproblem to iteratively diagonalize sparse matrices (Epetra_CrsMatrix).



I have a question about getSolution function.



For example, I want to compute 5 eigenpairs. When the diagonalization fails to converge due to the option "Maximum Iterations", getSolution() does not give 5 eigenvectors, but only gives the number of converged eigenvectors. 



However, I want to get the 5 eigenvectors that some of them already converge while the others do not converge yet. How can I get these eigenvectors? Is there any function that returns the whole vectors?



Kwangwoo Hong






Kwangwoo Hong

Ph.D Candidate

Computational Quantum Molecular Science Lab.

 

 

Department of Chemistry, KAIST

 

 

 

(Tel) +82-42-350-2855

 

 

 

 

 
















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