PARALLEL KRYLOV SOLVERS FOR THE POLYNOMIAL EIGENVALUE PROBLEM IN SLEPc∗ CARMEN CAMPOS† AND JOSE E. ROMAN† Abstract. Polynomial eigenvalue problems are often found in scientific computing applications. When the coef

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Date: 2015-05-20 08:54:40 Algebra Linear algebra Mathematics Numerical linear algebra Matrix theory Spectral theory SLEPc Eigenvalues and eigenvectors Arnoldi iteration Nonlinear eigenproblem Generalized minimal residual method Matrix		PARALLEL KRYLOV SOLVERS FOR THE POLYNOMIAL EIGENVALUE PROBLEM IN SLEPc∗ CARMEN CAMPOS† AND JOSE E. ROMAN† Abstract. Polynomial eigenvalue problems are often found in scientific computing applications. When the coef Add to Reading List Source URL: users.dsic.upv.es Download Document from Source Website File Size: 390,75 KB Share Document on Facebook

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