?dbtf2
Computes an LU factorization of a general band matrix with no pivoting (local unblocked algorithm).Syntaxcall sdbtf2(m,n,kl,ku,ab,ldab,info)call ddbtf2(m,n,kl,ku,ab,ldab,info)call...
View Article?stein2
Computes the eigenvectors corresponding to specified eigenvalues of a real symmetric tridiagonal matrix, using inverse iteration.Syntaxcall...
View Article?stegr2b
From eigenvalues and initial representations computes the selected eigenvalues and eigenvectors of the real symmetric tridiagonal matrix in parallel on multiple processors.Syntaxcall...
View Article?stegr2a
Computes selected eigenvalues and initial representations needed for eigenvector computations.Syntaxcall...
View Article?stegr2
Computes selected eigenvalues and eigenvectors of a real symmetric tridiagonal matrix.Syntaxcall...
View Article?lasrt2
Sorts numbers in increasing or decreasing order.Syntaxcall slasrt2(id,n,d,key,info)call dlasrt2(id,n,d,key,info)Include FilesC: mkl_scalapack.hDescriptionThe ?lasrt2 routine is modified LAPACK routine...
View Article?lasorte
Sorts eigenpairs by real and complex data types.Syntaxcall slasorte(s,lds,j,out,info)call dlasorte(s,lds,j,out,info)Include FilesC: mkl_scalapack.hDescriptionThe ?lasorte routine sorts eigenpairs so...
View Article?larrv2
Computes the eigenvectors of the tridiagonal matrix T = L*D*LT given L, D and the eigenvalues of L*D*LT.Syntaxcall...
View Article?larrf2
Finds a new relatively robust representation such that at least one of the eigenvalues is relatively isolated.Syntaxcall...
View Article?larre2a
Given a tridiagonal matrix, sets small off-diagonal elements to zero and for each unreduced block, finds base representations and eigenvalues.Syntaxcall...
View Article?larre2
Given a tridiagonal matrix, sets small off-diagonal elements to zero and for each unreduced block, finds base representations and eigenvalues.Syntaxcall...
View ArticleWhat's new? Update 10 - Intel® VTune™ Amplifier XE 2013
Intel® VTune™ Amplifier XE 2013Intel® VTune™ Amplifier XE is an easy to use performance and thread profiler for C, C++, C#, Fortran, Java and MPI developers. No special recompiles are needed, just...
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The following table lists links to the useful articles describing how Intel® Math Kernel Library (Intel® MKL) can be used with the third party libraries and applications.TopicsDescriptionThird Party...
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View ArticleIntel Software Conference - Parallel Computing
O Intel Software Conference - Parallel Computingé um evento gratuito destinado a:Líderes do mercado de tecnologiaDesenvolvedores de software paralelo.O evento acontece nos dias 6 e 7 de Agosto (São...
View ArticleStandalone GUI: Basic Workflow
The following figure shows an overview of the basic analysis workflow for the standalone graphical interface of theIntel® VTune™ Amplifier . To display more information about a workflow step:Position...
View ArticleGetting Started
Parent topic: Intel® VTune™ Amplifier 2013Standalone GUI: Basic WorkflowVisual Studio IDE: Basic WorkflowRemote Analysis WorkflowEvent-based Stack Sampling Analysis WorkflowIntel® Xeon Phi™ Coprocessor...
View ArticleRelated Information
For better understanding of the performance data provided by the Intel® VTune™ Amplifier , you are highly recommended to explore additional resources on the web.Instruction Set ReferenceFor information...
View ArticleNotational Conventions
The following conventions may be used in this document.ConventionExplanationExampleItalicUsed for introducing new terms, denotation of terms, placeholders, or titles of manuals.The filename consists of...
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