We hope this content on epidemiology, disease modeling, pandemics and vaccines will help in the rapid fight against this global problem. Click on title above or here to access this collection. This book is a guide to understanding and using the software package ARPACK to solve large algebraic eigenvalue problems. The software described is based on the implicitly restarted Arnoldi method, which has been heralded as one of the three most important advances in large scale eigenanalysis in the past ten years. The book explains the acquisition, installation, capabilities, and detailed use of the software for computing a desired subset of the eigenvalues and eigenvectors of large sparse standard or generalized eigenproblems. It also discusses the underlying theory and algorithmic background at a level that is accessible to the general practitioner.
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Skip to search form Skip to main content You are currently offline. Some features of the site may not work correctly. DOI: Lehoucq and Danny C. Lehoucq , Danny C. List of figures List of tables Preface 1.
Directory structure and contents Getting started An example for a symmetric Eigenvalue problem 3. View PDF. Save to Library. Create Alert. Launch Research Feed. Share This Paper. Topics from this paper. Computation Documentation Krylov subspace. Citations Publications citing this paper.
Williams-Young , Paul G. Extending the eigCG algorithm to nonsymmetric Lanczos for linear systems with multiple right-hand sides Abdou M. Linear Algebra Appl. Matrix Anal. Simon Computer Science, Engineering References Publications referenced by this paper. Analysis and implementation of an implicitly restarted Arnoldi iteration Richard B.
Lehoucq Mathematics Matrix transformations for computing rightmost eigenvalues of large sparse non-symmetric eigenvalue problems Karl Meerbergen , Dirk Roose Mathematics Simon Mathematics Shift-invert and Cayley transforms for detection of rightmost eigenvalues of nonsymmetric matrices Karl Meerbergen , Alastair Spence , Dirk Roose Mathematics Chebyshev acceleration techniques for solving nonsymmetric eigenvalue problems Youcef Saad Mathematics Lawson , Richard J.
R igraph manual pages
Skip to search form Skip to main content You are currently offline. Some features of the site may not work correctly. DOI: Lehoucq and Danny C. Lehoucq , Danny C. List of figures List of tables Preface 1. Directory structure and contents Getting started An example for a symmetric Eigenvalue problem 3.
The function to perform the matrix-vector multiplication. The input matrix is never given explicitly. The second argument is extra. Logical scalar, whether the input matrix is symmetric. Always supply TRUE here if it is, since it can speed up the computation. See details below.