Friday, October 31
MS14
Recent Developments in Eigenvalue Perturbation Theory and Algorithms (Part II of II)
3:00 PM-5:00 PM
Room: Ballroom 1
(For description, see Part I, MS4).
Organizer: Roy Mathias
College of William & Mary
- 3:00 Computing the Singular Value Decomposition with High Relative Accuracy
- Ming Gu, University of California, Los Angeles; James Demmel, University of California, Berkeley; Stanley Eisenstat, Yale
University, Zlatco Drmac, University of Colorado, Boulder; Kresimer Veselic, Fernuniversitat Hagan, and I. Slapnicar, University of Split, Croatia
- 3:30 What Does it Mean for Hermitian Eigenvalue Problem to be Well-Behaved?
- Jesse L. Barlow, Pennsylvania State University; and Ivan Slapnicar, University of Split, Croatia
- 4:00 On Accurate Algorithms for Canonical Correlations, Weighted Least Squares and Related Generalized Eigenvalue and Singular Value Decompositions
- Zlatko Drmac, University of Colorado, Boulder
- 4:30 The Fundamental Role of Weyl's and Ostrowskii's Inequalities
- Roy Mathias, Organizer
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