Paper ID sheet
- TITLE: Well-posedness and regularity
properties of the Grassmann-Rayleigh quotient iteration
- AUTHORS: P.-A. Absil, U. Helmke, K. Hüper
A generalization of the Rayleigh quotient iteration has
recently been proposed on the Grassmann manifold. This iteration has
been shown to converge locally cubically to the invariant
subspaces of symmetric matrices. The present paper studies
global properties of the iteration mapping. Results are obtained e.g.\
concerning fixed points, smoothness, and singularities of the iteration
Technical Report FSU-CSIT-04-26.
- DATE OF ENTRY: March 2004.