Numerical solution of structured eigenvalue problems Export

@article{citeulike:4392962, abstract = {We consider the numerical solution of structured linear or quadratic eigenvalue problems. We will present several applications where such problems arise and we discuss how linearization, i.e. the transformation to first order form can be obtained in a structure preserving way. We present structure preserving numerical methods for the solution of the resulting structured eigenvalue problems and demonstrate their performance with some numerical examples.}, author = {Mehrmann, Volker}, citeulike-article-id = {4392962}, citeulike-linkout-0 = {http://www.sema.org.es/web/index.php?option=com_wrapper&Itemid=68}, issn = {1575-9822}, journal = {Bolet\i n de la Sociedad Espa\~{n}ola de Matem\'{a}tica Aplicada. S\$ec e\$MA}, keywords = {arnoldi, eigenvalue, even, form, hamiltonian, isotropic, iteration, linearization, matrix, palindromic, polynomial, problem, quadratic, schur, skew}, pages = {57--68}, posted-at = {2009-04-24 11:05:27}, priority = {2}, title = {Numerical solution of structured eigenvalue problems}, url = {http://www.sema.org.es/web/index.php?option=com_wrapper&Itemid=68}, volume = {34}, year = {2006} }

TY - JOUR ID - citeulike:4392962 L3 - citeulike-article-id:4392962 N2 - We consider the numerical solution of structured linear or quadratic eigenvalue problems. We will present several applications where such problems arise and we discuss how linearization, i.e. the transformation to first order form can be obtained in a structure preserving way. We present structure preserving numerical methods for the solution of the resulting structured eigenvalue problems and demonstrate their performance with some numerical examples. JF - Bolet\i n de la Sociedad Española de Matemática Aplicada. S$ec e$MA SN - 1575-9822 EP - 68 TI - Numerical solution of structured eigenvalue problems VL - 34 SP - 57 KW - arnoldi KW - eigenvalue KW - even KW - form KW - hamiltonian KW - isotropic KW - iteration KW - linearization KW - matrix KW - palindromic KW - polynomial KW - problem KW - quadratic KW - schur KW - skew AU - Mehrmann, Volker PY - 2006/// UR - http://www.sema.org.es/web/index.php?option=com_wrapper&Itemid=68 ER -